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    Mathematics
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    Calculus A Complete Course
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    Exam 13: Partial Differentiation
  5. Question
    Use the Chain Rule to Find the Values of
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Use the Chain Rule to Find the Values of

Question 1

Question 1

Multiple Choice

Use the chain rule to find the values of Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 and Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 . at (u, v) = (0, 1) , where z = x3y5,x = u - v, and y = u + v.


A) Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 = -2; Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 = -8
B) Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 = 8; Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 = 2
C) Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 = -2; Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 = 8
D) Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 = -8; Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 = -2
E) Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 = 2; Use the chain rule to find the values of   and   . at (u, v)  = (0, 1) , where z = x<sup>3</sup>y<sup>5</sup>,x = u - v, and y = u + v. A)    = -2;   = -8 B)    = 8;   = 2 C)    = -2;   = 8 D)    = -8;   = -2 E)    = 2;   = 8 = 8

Correct Answer:

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