Using the exponential key of a calculator to find an approximation to the nearest thousandth.0.64.458
A. 0.103
B. 3.6
C. 2.675
D. 7849.471
Answer: A
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Solve the problem.Find an upper bound for 
in estimating 
with n = 6 steps.
A. 0
B. 
C. 
D. 
Find all the first order partial derivatives for the following function.f(x ,y, z) = (sin xy)(cos yz2)
A. 
= (y cos xy)(cos yz2); 
= (z2 sin xy)(sin yz2)- (x cos xy)(cos yz2); 
= 2(yz sin xy)(sin yz2)
B. 
= (y cos xy)(cos yz2); 
= (x cos xy)(cos yz2); 
= -2(yz sin xy)(sin yz2)
C. 
= (y cos xy)(cosyz2); 
= (x cos xy)(cos yz2) - (z2 sin xy)(sin yz2); 
= -2(yz sin xy)(sin yz2)
D. 
= (y cos xy)(cos yz2); 
= (x cos xy)(cos yz2) - (z2 sin xy)(sin yz2); 
= 2(yz sin xy)(sin yz2)
Graph the function defined by a radical expression. Give the domain and range.
= - 
A. Domain: [-3, 0];
Range: [-2, 2]
B. Domain: [-3, 3];
Range: [-2, 0]
C. Domain: (-?, ?);
Range: (-?, -2]
D. Domain: [-3, 3];
Range: [0, 2]
Solve the problem.Junior high classes of 35 students each met in the cafeteria to take achievement tests. If exactly 5 students sat at each table and 28 tables were used, how many classes took the tests?
A. 17 classes B. 7 classes C. 4 classes D. 6 classes