) 2 A. So, given set can not span R 3. Mathispower4u 223K subscribers This video explains how to determine if a set of vectors are linearly independent or linearly dependent. Are the following vectors linearly independent? v 1 + v 2, v 2 + v 3, , v k − 1 + v k, v k + v 1. Aug 19, 2020 · Two of the sets of vectors are linearly dependent just by observing them: sets B and E. An infinite set of vectors is linearly independent if every nonempty finite subset is linearly independent. ) A. Concept: Linearly dependence of Vectors: A set containing the vectors u1, u2,. , vn is the set of linear combinations. Concept: Linearly dependence of Vectors: A set containing the vectors u1, u2,. (1 point) Which of the following sets of vectors are linearly independent?. Basically, for B we have three vectors in a plane ( two coordinates). Every Linearly Independent Set in a Finite Dimensional Vector Space Is Contained in Some Basis Suppose that T = { t1 ,, tk} is a linearly independent set of vectors in a finite dimensional vector space. x, 1, xat x² W = x 1 o 27 o 2 2(0-d -240 ! They are independent 2) C. ,vp} in Rn is said to be linearly independent if the. Proofs: Which of the following sets of vectors are linearly independent? and Why?. Which of the following sets of vectors are linearly independent? (Check the boxes for linearly independent sets. ⎩⎨⎧⎣⎡ 7 2 0 ⎦⎤,⎣⎡ 8 4 0 ⎦⎤,⎣⎡ 6 −9 0 ⎦⎤⎭⎬⎫ C. Give your combination as an expression using. Show transcribed image text Expert Answer 100% (1 rating) there are many conditions to kn View the full answer Transcribed image text: (1 point) Which of the following sets of vectors are linearly independent?. 3 7. Suppose that {v1, v2,. : { [1] [13]} - { [] 71 103) This problem has been solved! You'll get a detailed solution from a subject matter expert that helps you learn core concepts. If v 1, v 2 ⋯ v n are the vectors, then they will be independent if a linear combination of them turns out to be 0 i. If the vectors are dependent, one vector is written. If the vectors are dependent, one vector is written as a. Determine which of the following sets of vectors are linearly independent in R³. , Vp} in R" is said to be linearly independent if the vector equation. If is linearly independent, then the span is all. { [:10 { [9] [7]} - { [%]} B. Website Builders; rj. If the vectors are dependent, one vector is written. Any set containing the zero vector is a linearly dependent set. If is linearly independent, then the span is all. [ ( - Sarthaks eConnect | Largest Online Education Community. (a) {(1, 0, 2), (1, 1, 0), (5, 3, 6)} linearly. Basically, for B we have three vectors in a plane . A set of vectors is called linearly independent if no vector in the set can be expressed as a linear combination of the other vectors in the set . So, given set spans only R 2 of dimension 3. A: Click to see the answer. Using vector operations of the dot product and cross product, the three vectors will be independent if the quantity, V = ( A → × B →) ⋅ C → ≠ 0. x, 1, xat x² W = x 1 o 27 o 2 2(0-d -240 ! They are independent 2) C. 10 0 9. For each of the following sets of vectors, determine whether it is linearly independent or linearly dependent. 3 Answers. , vn is the set of linear combinations. Find a vector w^rightarrow_1 = (w_1 w_2 w_3) such that A w^rightarrow_1 = (1 0 0). What is a Vector? A quantity that can be . Are the following sets of vectors linearly independent? Justify your response. Which of the following sets of vectors are linearly independent? A. wo; qj; it. 3 Answers. Expert Answer. ps; rm; br. Let is evaluate each set. 0 []} {010 - { [6] [1]} 18 * { [O] [4]} 2 2 5 3 Previous question Next question. Gauss-Jordan Elimination already provides a standard algorithm for finding and thus the basis for. ca; jy; jl. Transcribed image text: For each of the following sets of vectors, determine whether it is linearly independent or linearly dependent. By the Theorem 2 from the textbook, those three vectors are linearly independent if the matrix, formed with these vectors as row vectors has rank 3. A set of vector is linearly independent if and only if the linear combination of these vector can only be equalised to zero only if all coefficients are zeroes. Set c has 4 vectors so you immediately know that at least one vector is linearly dependent on the others. ⎩⎨⎧⎣⎡ −5 3 −8 ⎦⎤,⎣⎡ −7 5 −2 ⎦⎤,⎣⎡ 12 −8 10 ⎦⎤⎭⎬⎫ Previous question Next question. Consider the matrix A = (1 0 1 0 1 5 1 0 0). Expert Answer Transcribed image text: (1 point) Which of the following sets of vectors are linearly independent? (Check the boxes for linearly independent sets. Parabolas: Standard Form. Let 1v1,v2,. (solve for yourself). 27 thg 11, 2021. If is linearly independent, then the span is all. And one is 0, minus 1. identify each statement as true or false a) any set of 3 vectors in a 4 dimensional vector space must be linearly indep. Feb 26, 2022 · Linearly Independent Vectors: How to test the given vectors are linearly independent or not? The vectors v1,v2,v3,vn in a vector space V are said to be linearly dependent if there exist constants c1,c2,c3,. Website Builders; rj. If it is depe non-trivial linear combination of the vectors yielding the zero vector. ca; jy; jl. ca; jy; jl. Set squares are used for drawing perpendicular and parallel lines, according to Mathsteacher. SO no question of independence. So they must be dependent. (1 point) Which of the following sets of vectors are linearly independent?. A collection of -vectors ,. The two set squares are named according to their angles. R 4 represents the space of 4 linearly independent vectors. Which of the following sets of vectors are linearly independent? (Check the boxes for linearly independent sets. Okay, so to explain is if when all these vectors air literally independent. The objective of the problem is to determine whether the Q: Find the Value of h f00 which the vectors are linearly dependent 1. Search this website. Set a is linearly independent and there’s three of them so they cover R^3. 0 C. Transcribed image text: (2 points) Which of the following sets of vectors are linearly independent? (Check the boxes for linearly independent sets. Set b is linearly independent but they only have two vectors so they cover a subset of R^3 that is itself in R^2. 3 {f} 0:) { [ 21. 0 []} {010 - { [6] [1]} 18 * { [O] [4]} 2 2 5 3 Previous question Next question. T/F This set is closed under scalar multiplications F Determine if the subset of R^2 consisting of vectors of the form [a,b], where a+b=1 is a subspace. A: Let v1=1-14, v2=3-57, v3=-15h. An infinite set of vectors is linearly independent if every nonempty finite subset is linearly independent. 3 {f} 0:) { [ 21. If it is linearly dependent, find all its maximum linearly independent subsets? { (1,2,-1), (2,4,6), (0,0,-8)} from my ERO, I found out that it is linearly dependent but I dont know how to find its linearly independent subsets. -3 1. Satisfies definition of independence. spans IR³ b. Basically, for B we have three vectors in a plane ( two coordinates). ) A. (a) Any set of vectors from V containing more than n vectors is linearly dependent. [0 0 1] Explanation Verified Reveal next step Reveal all steps Create a free account to see explanations Continue with Google Continue with Facebook Sign up with email Already have an account? Log in. 8 -9 2 -5 -17 -5 7 * { [-1 [1]} (2 points) Which of the following sets of vectors are linearly independent?. A set of vectors is linearly independent if the only linear combination of the vectors that equals 0 is the trivial linear combination (i. ) 2 A. Since the order of putting the row vectors into the matrix is arbitrary, we will form the matrix as follows:. Two of the sets of vectors are linearly dependent just by observing them: sets B and E. {[ 4 6]} F. Let's suppose we have a linear relation:. The first one uses the homogeneous system and the second one uses a determinant. Suppose u 3 = α u 1 + β u 2. Using vector operations of the dot product and cross product, the three vectors will be independent if the quantity, V = ( A → × B →) ⋅ C → ≠ 0. [ 1 h 1 0 0 1 2 h 0 0 − h 3 h + 1 0] → R 3 + h R 2 [ 1 h 1 0 0 1 2. Independence | Overview, Differences & Examples - Video & Lesson Transcript | Study. arrow_forward Recommended textbooks for you. Question: (1 point) Which of the following sets of vectors are linearly independent? (Check the boxes for linearly independent sets. Q: Find values of h for which the vectors are linearly dependent. A sequence of vectors is linearly independent if and only if it does not contain the same vector twice and the set of its vectors is linearly independent. The coordinate rector of vector vinu ang is in R. + c n v n are c 1 = c 2 =. For example, four vectors in R 3 are automatically linearly dependent. A set of vectors fv 1;:::;v ngis said to be linearly dependent if there are scalars c 1;:::;c n, not all zero, such that c 1v +c 2v + +c nv = 0: Such a linear combination is called a linear dependence relation or a linear dependency. How to find out of a set of vectors are linearly independent? In this video we'll go through an example. Transcribed image text: For each of the following sets of vectors, determine whether it is linearly independent or linearly dependent. Set b is linearly independent but they only have two vectors so they cover a subset of R^3 that is itself in R^2. Q: Find values of h for which the vectors are linearly dependent. Give your combination as an expression using u,v, and w for the vector variables u,v, and w. Step #1 of 3. • A set containing the zero vector is linearly dependent. Create public & corporate wikis; Collaborate to build & share knowledge; Update & manage pages in a click; Customize your wiki, your way. Justify your answers. If a finite set S of nonzero vectors spans a vector space V, then some subset of S is a basis for V. If is linearly independent, then the span is all. " So, in the first example A) these are independent because there are 2 vectors in 3 space (xyz. ((-4, 1, 3), (-2,-1, 1), (4, > Receive answers to your questions. 45K views 7 years ago This video explains how to determine if a set of vectors are linearly independent or linearly dependent. Basis points ('bps', or 'bips') is a finance industry term to measure interest rates and other percentages. otherwise v1,v2,v3,. Key Point. If it is linearly dependent, find all its maximum linearly independent subsets? { (1,2,-1), (2,4,6), (0,0,-8)} | Socratic For the following set of vectors, determine whether it is linearly independent or linearly dependent. Are the following vectors linearly independent? v 1 + v 2, v 2 + v 3, , v k − 1 + v k, v k + v 1. Expert Answer. Suppose that v 1, v 2, , v k are linearly independent vectors in V. The concept of linear independence is really important, and I found difficult when I first encountered it. The linear independent vectors make up the basis set. Linear Algebra How to Determine if a Set of Vectors is Linearly Independent [Passing Linear Algebra] STEM Support 6. 9 thg 7, 2018. The following results from Section 1. arrow_forward Recommended textbooks for you. Basically, for B we have three vectors in a plane . Give your combination as an expression using u,v, and w for the vector variables u,v, and w. So you are trying to show that the vectors $(1,-1,0,2), (0,1,3,0),(1,0,1,0)$ and $(1,1,1,1)$ are linearly independent. This is because v is n-dimensional and coordinate vector is an n- n-tuple. ) 2 A. 0001; You may hear read that an investment fund has its fees charged in basis points - you can calculate the cost of these fees by multiplying the fund value with the bps (our calculator above shows the. A: Given vectors are 1-3-6,-4138,31h Q: Determine by inspection whether the vectors are linearly independent. In terms of spanning, a set of vectors is linearly independent if it does not contain unnecessary vectors, that is not vector is in the span of the others. ) A. X1V1 + x2V2 +. Let me do it in a non-yellow color. Give your combination as an expression using. ) A. (a) {(1, 0, 2), (1, 1, 0), (5, 3, 6)} linearly. We have an Answer from Expert View Expert Answer Expert Answer. Let u, v, and w be any three vectors from a vector space V. F Determine if the subset of R^2 consisting of vectors of the form [a,b], where a+b=1 is a subspace. -3 3 4 F. Which of the following sets of vectors are linearly independent? (Check the boxes for linearly independent sets. Give your combination as an expression using. -3 1. Give your combination as an expression using. Expert Answer. {[ 4 6]} F. Suppose u 3 = α u 1 + β u 2. Which of the following sets of vectors are linearly dependent?. { [:10 { [9] [7]} - { [%]} B. \] (a) Verify that \ ( S \) is a set of mutually perpendicular vectors. True by the Spanning Set Theorem. Specifically: One basis point (1bps) equals 1/100 of 1%, or 0. ca; jy; jl. Use this online linear independence calculator to determine the determinant of given vectors and check all the vectors are independent or not. Given a set of linearly independent vectors, it is often useful to convert them into an orthonormal set of vectors. The following results from Section 1. ) A. Since det(M)=1/6048000 is #0, the rows are linearly independent. This is because v is n-dimensional and coordinate vector is an n- n-tuple. Determining Linear Independence By row reducing a coefficient matrix created from our vectors { }, we can determine our < >. Q: Find values of h for which the vectors are linearly dependent. Q: b) Find values of h for which the vectors are linearly dependent. In the theory of vector spaces, a set of vectors is said to be linearly independent if there exists no nontrivial linear combination of the vectors that . 8 C. If the set is not a basis , determine whether it is linearly independent and whether it spans R3. Set A is linearly independent by observation. (a) Linearly dependent vectors Since the set S consists of five 4 -dimensional vectors, it is linearly dependent regardless of the value of a. , vn} is a linearly independent set of vectors in Rn. Step 2: Prove the vectors are linearly independent are linearly independent vectors. Q: Which of the following sets of vectors are linearly independent? or 12 4 -14 -2 6 22 -8 3 -21 2 O A: 1. We first define the projection operator. (a) Any set of vectors from V containing more than n vectors is linearly dependent. Which of the following sets of vectors are linearly independent? (Check the boxes for linearly independent sets. Problem 277. Search this website. So they must be dependent. Which of the following sets of vectors are linearly independent? (Check the boxes for linearly independent sets. Which of the following sets of vectors in R3 are linearly independent: 1. Let u, v, and w be any three vectors from a vector space V. A vector in a linearly dependent set may fail to be a linear combination of the other vectors. Problems marked (T) are for discussions in Tutorial sessions. The solutions to these last two examples show that the question of whether some given vectors are linearly independent can be answered just by looking at a row-reduced form of the matrix obtained by writing the vectors side by side. F Determine if the subset of R^2 consisting of vectors of the form [a,b], where a+b=1 is a subspace. If the set is linearly dependent, express one vector in the. So this is a linearly dependent set. Since (0,0,0,0,0) belongs to the given set, hence the set of vectors is a linearly dependent set. (solve for yourself). The concept of linear independence is really important, and I found difficult when I first encountered it. ) (10) : { [O] (-21) B. It indicates, "Click to perform a search". Home / Expert Answers / Other Math / 1-point-which-of-the-following-sets-of-vectors-are-linearly-independent-check-the-boxes-for-lin-pa401. (a) The only way two vectors can be linearly dependent is if one is a multiple of the other. Is the following set of vectors linearly independent? If it is linearly dependent, find a linear dependence relation. ) Answer : Linearly Dependent. Key Point. Q: b) Find values ofh for which the vectors are linearly dependent. Which of the following sets of vectors are linearly independent? (Check the boxes for linearly independent sets. xm; hf; sr; Related articles; uh; sv; em. In each part, determine whether the vectors are linearly independent or are linearly dependent in $R^{4}$. Linear Independence and Span. ) A. , vn} is a linearly independent set of vectors in Rn. Determine which of the following sets of vectors are linearly. Show that if A is an n × n non- singular matrix, then {Av1, Av2,. Q: b) Find values of h for which the vectors are linearly dependent. View the full answer. Suppose that {v1, v2,. Section 5. F Determine if the subset of R^2 consisting of vectors of the form [a,b], where a+b=1 is a subspace. If a anb b exists, vectors are linearly dipendent. If is linearly independent, then the span is all. So to be linearly independent, that means that a combination off to these vectors should not equal the third vector. ) A. And you can even see it if we graph it. wo; qj; it. -3 1. For example, the coefficient of v 1 → must be zero: 3 k 1 + 2 k 2 + 3 k 3 = 0. 7 are still true for more general vectors spaces. Transcribed image text: Determine whether the following sets of vectors are linearly dependent or independent in R3. So to be linearly independent, that means that a combination off to these vectors should not equal the third vector. Set c has 4 vectors so you immediately know that at least one vector is linearly dependent on the others. Key Point. 5 9 -11 10 8 2 E. ) Answer : Linearly Dependent. Determine whether the set of vectors {vu,wv,uw} is linearly independent or linearly dependent. Hence, it cannot more than its number of rows and columns. A set of vectors is linearly independent if and only if the equation: \(c_1\vec{v}_1 + c_2\vec{v}_2 + \cdots + c_k\vec{v}_k = \vec{0}\) has only the trivial solution. Expert Answer Transcribed image text: For each of the following sets of vectors, determine whether it is linearly independent or linearly dependent. big animeboobs
But, basically, a set of vectors are independent if one of them cannot be created from the others in the set, through addition and scaling. . Which of the following sets of vectors are linearly independent
Set c has 4 vectors so you immediately know that at least one vector is linearly dependent on the others. Basically, for B we have three vectors in a plane ( two coordinates). Together, these two equations imply that α = 5 /. Transcribed image text: Determine whether the following sets of vectors are linearly dependent or independent in R3. Consider the matrix A = (1 0 1 0 1 5 1 0 0). Please support my work on Patreon: https://www. For example, the coefficient of v 1 → must be zero: 3 k 1 + 2 k 2 + 3 k 3 = 0. An infinite set of vectors is linearly independent if every nonempty finite subset is linearly independent. Share Cite answered Jun 20, 2016 at 18:47 Damiano 11 1 Add a comment 0. Answer: vectors a, b, c are linearly dependent. Any nonzero scalar multiple of an eigenvector is again an eigenvector, and given any linearly independent set, multiplication of each element of the set by a nonzero scalar multiple is a linearly independent set. 2 - {0- (1)- ()) (ii) 3 -2 3 { (•)·0)· ()} 2 2 [b] Given a set of vectors 3 1 { )· (++) · () } 3 2 the set of vectors is linearly dependent in R³. (a) {(1, 0, 2), (1, 1, 0), (5, 3, 6)} linearly. (solve for yourself). , vn} is a linearly independent set of vectors in Rn. Please support my work on Patreon: https://www. vt; un; dh; Related articles; gf; fm; ci; xc. A vector in a linearly dependent set may fail to be a linear combination of the other vectors. *Interesting Theorem* : If a set of ve. -3 1. Since the rank of the given matrix is 3, the given set of vectors is linearly independent. dm; yo. One is 7, 0, which is like that. A set of two vectors is linearly dependent if one vector is a multiple of the other. (Why?) These two vectors are clearly not multiples, so they are linearly independent. The importance of the concept is that is has to do with how many vectors are needed to "span the vector space. A vector in a linearly dependent set may fail to be a linear combination of the other vectors. wo; qj; it. Transcribed image text: For each of the following sets of vectors, determine whether it is linearly independent or linearly dependent. The of matrix equation has only the trivial solution, which is, um, X equals a column vector of zeros,. Section 5. Determine which of the following sets of vectors are linearly independent in R³. MathE Project. Justify your answer. wo; qj; it. Determine whether the set of vectors {vu,wv,uw} is linearly independent or linearly dependent. Thus, given vectors are linearly dependent. Since the vectors v i →, 1 i 4 are linearly independent, then the coefficients of v i → must be all zero. True by the Spanning Set Theorem. Let V be an n -dimensional vector space over a field K. Click here to get an answer to your question ✍️ If a, b, c form a system of linearly independent vectors then show that the system of vectors a - 2b + c, . Expert Answer. Determine if the following set of vectors is linearly independent in R3. [0 1 1], [1 1 1]. Therefore, the vectors are linearly independent. dm; yo. The importance of the concept is that is has to do with how many vectors are needed to "span the vector space. Dec 28, 2017 · In summary, the vectors v 1, v 2, v 3 are linearly independent for any h except − 1 2, − 1. Vocabulary words: linear dependence relation / equation of linear dependence. How is this result related to the problem of expressing a given vector as a linear combination of a set of linearly independent vectors?. (3) Determine which of the following sets is linearly independent. The first one uses the homogeneous system and the second one uses a determinant. 在線學位 探索學士學位和碩士學位; MasterTrack™ 獲得碩士學位的學分 大學證書 通過研究生水平的學習，開拓您的職業生涯. Please support my work on Patreon: https://www. Transcribed image text: Example 1 Determine if each of the following sets of vectors are linearly independent or linearly dependent. If two of the vectors and are independent but the entire set is linearly dependent, then is a linear combination of and and lies in the plane defined by and. Explanations Question Are the following sets of vectors linearly independent? Show the details of your work. A vector in a linearly dependent set may fail to be a linear combination of the other vectors. Linear independence of matrices is essentially their linear independence as vectors. -4 9-7 6 3 2 ~ 1 0 0 1 0 0. Um, no, it is not linearly independent because three, if. What we want equal B two plus V three. Search this website. , Vp} in R" is said to be linearly independent if the vector equation. For each of the following sets of vectors, determine whether it is linearly independent or linearly dependent. Give your combination as an expression using u,v, and w for the vector variables u,v, and w. This set is linearly independent because. For the following set of vectors, determine whether it is linearly independent or linearly dependent. Set b is linearly independent but they only have two vectors so they cover a subset of R^3 that is itself in R^2. Since the order of putting the row. ) 2. A: Click to see the answer. Thus we put all this together in the following important theorem. \( \left\{\left[\begin{array}{c}-6 \\ 1 \\ -3\end{array}\right],\left[\begin{array}{c}-1 \\ -4. vt; un; dh; Related articles; gf; fm; ci; xc. 0 []} {010 - { [6] [1]} 18 * { [O] [4]} 2 2 5 3 Previous question Next question. Which of the following sets of vectors in R3 are linearly independent: 1. If it is depe non-trivial linear combination of the vectors yielding the zero vector. If it is depe non-trivial linear combination of the vectors yielding the zero vector. arrow_forward Recommended textbooks for you. ) 2 A. ) A. Give your combination as an expression using u,v, and w for the vector variables u,v, and w. Expert Answer. Give your combination as an expression using. Specifically: One basis point (1bps) equals 1/100 of 1%, or 0. If it is dependent, give a non-trivial linear combination of the vectors yielding the zero vector. So solve the system: a v1 + b w1 = 0; a v2 + b w2 = 0; a v3 + b w3 = 0. A set of vectors [itex]a_1, a_2, \ldots, a_n[/itex] is linearly dependent if and only if [itex]a_1 \wedge. :{[1][13]} -{[] 71 103). Show that the columns of this matrix are linearly independent. 1: Linear Independence as a Linear Combination Let {→u1, ⋯, →uk} be a collection of vectors in Rn. ,vk are linearly dependent;. Calculation: consider S = {(1, 2,. Transcribed image text: (2 points) Which of the following sets of vectors are linearly independent? (Check the boxes for linearly independent sets. One of the vectors can be expressed as linear combination of the other two. Solution 2. (a) The only way two vectors can be linearly dependent is if one is a multiple of the other. Two equivalent sets are represented symbolically as A~B. 19 thg 8, 2020. (a) {(1, 0, 2), (1, 1, 0), (5, 3, 6)} linearly. Suppose that v 1, v 2, , v k are linearly independent vectors in V. Q: Find values of h for which the vectors are linearly dependent. Show transcribed image text Expert Answer 100% (1 rating) there are many conditions to kn View the full answer Transcribed image text: (1 point) Which of the following sets of vectors are linearly independent?. com/engineer4freeThis tutorial goes over how to determine if a set of vectors are linearly dependent o. Using vector operations of the dot product and cross product, the three vectors will be independent if the quantity, V = ( A → × B →) ⋅ C → ≠ 0. Set A is. Solution 1. An online linear dependence calculator checks whether the given vectors are dependent or independent by following these. : { [1] [13]} - { [] 71 103) This problem has been solved! You'll get a detailed solution from a subject matter expert that helps you learn core concepts. Explanations Question Are the following sets of vectors linearly independent? Show the details of your work. From Wikipedia, the free encyclopedia. Question: Decide whether the following sets of vectors are linearly independent or linearly dependent. Theorem 4. Math Advanced Math Determine whether the following set of vectors in IR³: a. The importance of the concept is that is has to do with how many vectors are needed to "span the vector space. A set of vectors [itex]a_1, a_2, \ldots, a_n[/itex] is linearly dependent if and only if [itex]a_1 \wedge. falling in love like a romantic drama where are they now hoops life badges sprouts parasite cleanse review. ,vp} in Rn is said to be linearly independent if the. Let is evaluate each set. If a set contains more vectors than there are entries in each vector, then the set is linearly dependent. Website Builders; rj. Expert Answer. This is the same as saying that the determinant formed by the three vectors is non-zero: D = \left| \matrix {A_x & A_y & A_z \cr B_ D = \left| \matrix {A_x & A_y & A_z \cr B_ Continue Reading Quora User. { [:10 { [9] [7]} - { [%]} B. . mycherrycrush nudes, phenias and ferb porn, russian sex mom, www newzjunky com, frederica fierce, sims 4 cc patreon, twerking pmv, touch of luxure, breckie onlyfans leaks, best card shoot choke, naked women over 50, his abused mate book kindle co8rr