Find all the first order partial derivatives for the following function.f(x, y, z) = e(sin (x) + yz)
A. 
= cos(x) e(sin (x) + yz); 
= ze(sin (x) + yz); 
= ye(sin (x) + yz)
B. 
= cos(x)e(sin (x) + yz); 
= e(sin (x) + yz); 
= e(sin (x) + yz)
C. 
= e(sin (x) + yz); 
= ze(sin (x) + yz); 
= ye(sin (x) + yz)
D. 
= 
e(sin (x) + yz); 
= ze(sin (x) + yz); 
= ye(sin (x) + yz)
Answer: A
Mathematics
You might also like to view...
Solve by completing the square.x2 + 8x = 5
A. x = 4 + 
B. x = -1 ± 
C. x = -4 ± 2
D. x = -4 ± 
Mathematics
Without graphing, determine whether the graph of the quadratic function opens up or opens down. Also, determine of the graph will be wider or narrower than the graph of y = x2.f(x) = - 
x2 + 5x - 2
A. up, wider B. down, narrower C. up, narrower D. down, wider
Mathematics
Evaluate the expression.(-9)(8) - (-13)(7)
A. -19 B. 19 C. 5 D. -163
Mathematics
Simplify.9 + 9 ÷ 3 ? 2 - 6
A. 24 B. 9 C. 6 D. 21
Mathematics