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8х — 2у + 3z. (3 points) Let x, y, z be (non-zero) vectors and suppose...
12х + 18у — 4z. (1 point) Let x, y, z be (non-zero) vectors and suppose...
12х + 18у — 4z. (1 point) Let x, y, z be (non-zero) vectors and suppose w = If z 2x 3y, then W = X+ у. Using the calculation above, mark the statements below that must be true. |A. Span(w, x) Span(w, z) B. Span(w, y) Span(w, y, z) |C. Spanx, y, z) = Span(x, y) D. Span(w, z) Span(x, y) E. Span(w, x, z) = Span(w, x, y)
Linear Algebra
Let x, y, z be (non-zero) vectors and suppose w = -16x - 4y + 2z.If z = 4x + y, then w = - 8x - 2y.Using the calculation above, mark the statements below that must be true.
Say that A is a 3 x 3 matrix and that there are non-zero vectors x,...
Say that A is a 3 x 3 matrix and that there are non-zero vectors x, y and z with Ac = e. Ay = -2y , and Az = 0 Which of the following statements must be true? Select only one answer A is neither invertible nor diagonalizable. Ais diagonalizable but is not invertible. A is invertible but is not diagonalizable. A is invertible and diagonalizable.
n - meraymowa:)--00 [1] [ Let the vectors x, y and z be x = -2...
n - meraymowa:)--00 [1] [ Let the vectors x, y and z be x = -2 y=1tz= -1 [3] [2] Find r. s and t such that y + z = x O (r, s, t) = (-2, -1, 1) O (r, s, t) = (-2, 1, 1) O (r, s, t) = (-2, 1,-1) (r, s, t) = (2, 1,-1) m Consider the set S = {w,x,y,z} of vectors in R3, S = { 121, Let V = span...
2. Let A = (cos, sin and B = (cos, sin) be two vectors on the x-y plane. Let C = (cos, sin be another non-zero ve...
2. Let A = (cos, sin and B = (cos, sin) be two vectors on the x-y plane. Let C = (cos, sin be another non-zero vector on the x-y plane not collinear with A or B. Show that Ax B = -Bx C. If we could cancel B, as we could if these were real numbers, is it true that A= -Č?
2. Let A = (cos, sin and B = (cos, sin) be two vectors on the x-y...
Answer Save the vectors are any non-zero vectors Determine ir the following statements are True or False. Assume )M...
Answer Save the vectors are any non-zero vectors Determine ir the following statements are True or False. Assume )M (b) The intersection of Z = (x2+4)cosy + 9xy and the plane, y-r, is a parabola. (c) The vectors 47- 97+20k and 87- 187-40k are parallel. (d) The graph of fix.) = x2 + r2 is a circle. (e) The spacing of the contours of a function of 2 variables given by y 3x2+C2 will increase as C increases.
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Question 1 2 pts Describe the span of {(1,0,0),(0,0,1)} in R3 The x-z plane R3 R2...
Question 1 2 pts Describe the span of {(1,0,0),(0,0,1)} in R3 The x-z plane R3 R2 The x-y plane Question 2 2 pts Describe the span of {(1,1,1),(-1,-1, -1), (2,2, 2)} in R3 A plane passing through the origin Aline passing through the origin R3 A plane not passing through the origin A line not passing through the origin Question 3 2 pts Let u and v be vectors in R™ Then U-v=v.u True False Question 4 2 pts Ifu.v...
(1 point) Let st, y est, z t2 2yz 3z, W = x¥ Compute дw (2,-2)...
(1 point) Let st, y est, z t2 2yz 3z, W = x¥ Compute дw (2,-2) (e^4+12)-2)+(4-2e^4)(-2e^4 as дw (2, 2) Әе
Please, include the explanations to your solution! Begin with the paraboloid z #x2 + y2, for 0 s z s 64, and slice it with the plane y-0. Let S be the surface that remains for y 20 (including the...
Please, include the explanations to your solution!
Begin with the paraboloid z #x2 + y2, for 0 s z s 64, and slice it with the plane y-0. Let S be the surface that remains for y 20 (including the planar surface in the xz-plane) (see figure). Let C be the semicircle and line segment that bound the cap of S in the plane z 64 with counterclockwise orientation. Let F (4z 3y,4x+3z,4y+3x. Complete parts (a) through (c) below 64...
2. LetA = 〈cos-, sin? and B = 〈cosi' sin, be two vectors on the x-y plane. Let -(cos-, sin π〉 3 4 be another non...
2. LetA = 〈cos-, sin? and B = 〈cosi' sin, be two vectors on the x-y plane. Let -(cos-, sin π〉 3 4 be another non-zero vector on the x-y plane not collinear with A or B. Show that A × B =-B × C. If we could cancel B, as we could if these were real numbers, is it true that A =-C? [Show your work and conclusions on a separate sheet of paper]
2. LetA = 〈cos-, sin?...
12х + 18у — 4z. (1 point) Let x, y, z be (non-zero) vectors and suppose w = If z 2x 3y, then W = X+ у. Using the calculation above, mark the statements below that must be true. |A. Span(w, x) Span(w, z) B. Span(w, y) Span(w, y, z) |C. Spanx, y, z) = Span(x, y) D. Span(w, z) Span(x, y) E. Span(w, x, z) = Span(w, x, y)
Say that A is a 3 x 3 matrix and that there are non-zero vectors x, y and z with Ac = e. Ay = -2y , and Az = 0 Which of the following statements must be true? Select only one answer A is neither invertible nor diagonalizable. Ais diagonalizable but is not invertible. A is invertible but is not diagonalizable. A is invertible and diagonalizable.
n - meraymowa:)--00 [1] [ Let the vectors x, y and z be x = -2 y=1tz= -1 [3] [2] Find r. s and t such that y + z = x O (r, s, t) = (-2, -1, 1) O (r, s, t) = (-2, 1, 1) O (r, s, t) = (-2, 1,-1) (r, s, t) = (2, 1,-1) m Consider the set S = {w,x,y,z} of vectors in R3, S = { 121, Let V = span...
2. Let A = (cos, sin and B = (cos, sin) be two vectors on the x-y plane. Let C = (cos, sin be another non-zero vector on the x-y plane not collinear with A or B. Show that Ax B = -Bx C. If we could cancel B, as we could if these were real numbers, is it true that A= -Č?
2. Let A = (cos, sin and B = (cos, sin) be two vectors on the x-y...
Answer Save the vectors are any non-zero vectors Determine ir the following statements are True or False. Assume )M (b) The intersection of Z = (x2+4)cosy + 9xy and the plane, y-r, is a parabola. (c) The vectors 47- 97+20k and 87- 187-40k are parallel. (d) The graph of fix.) = x2 + r2 is a circle. (e) The spacing of the contours of a function of 2 variables given by y 3x2+C2 will increase as C increases.
Answer Save...
Question 1 2 pts Describe the span of {(1,0,0),(0,0,1)} in R3 The x-z plane R3 R2 The x-y plane Question 2 2 pts Describe the span of {(1,1,1),(-1,-1, -1), (2,2, 2)} in R3 A plane passing through the origin Aline passing through the origin R3 A plane not passing through the origin A line not passing through the origin Question 3 2 pts Let u and v be vectors in R™ Then U-v=v.u True False Question 4 2 pts Ifu.v...
(1 point) Let st, y est, z t2 2yz 3z, W = x¥ Compute дw (2,-2) (e^4+12)-2)+(4-2e^4)(-2e^4 as дw (2, 2) Әе
Please, include the explanations to your solution!
Begin with the paraboloid z #x2 + y2, for 0 s z s 64, and slice it with the plane y-0. Let S be the surface that remains for y 20 (including the planar surface in the xz-plane) (see figure). Let C be the semicircle and line segment that bound the cap of S in the plane z 64 with counterclockwise orientation. Let F (4z 3y,4x+3z,4y+3x. Complete parts (a) through (c) below 64...
2. LetA = 〈cos-, sin? and B = 〈cosi' sin, be two vectors on the x-y plane. Let -(cos-, sin π〉 3 4 be another non-zero vector on the x-y plane not collinear with A or B. Show that A × B =-B × C. If we could cancel B, as we could if these were real numbers, is it true that A =-C? [Show your work and conclusions on a separate sheet of paper]
2. LetA = 〈cos-, sin?...
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