Solve.A certain flexible cable between two towers 400 ft apart can be represented by 
. Sketch the graph representing the cable for 
A. 
B. 
C. 
D. 
Answer: A
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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)
First, round the mixed numbers to the nearest whole number and estimate the answer. Then find the exact answer and write it in simplest form.17
+ 16
A. 34
B. 32
C. 33
D. 17
Use a Venn Diagram and the given information to determine the number of elements in the indicated region.n(A) = 30, n(B) = 38, n(C) = 32, n(A ? B) = 6, n(A ? C) = 8, n(B ? C) = 2, 
and 
Find n(U)
A. 84 B. 145 C. 155 D. 114
Solve the right triangle; angle C is the right angle. Round to the nearest tenth where necessary.a = 3.8, A = 56.7°
A. b = 5.0, B = 33.3°, c = 4.5 B. b = 2.5, B = 33.3°, c = 4.5 C. b = 5.0, B = 33.3°, c = 6.3 D. b = 1.4, B = 33.3°, c = 4.0