Find the limit 
if it exists.
What will be an ideal response?
- 1 / 6
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Solve.The weight of a liquid varies directly as its volume V. If the weight of the liquid in a cubical container 4 cm on a side is 128 g, find the weight of the liquid in a cubical container 5 cm on a side.
A. 250 g B. 105 g C. 125 g D. 10 g
Solve the equation in part (a) graphically, expressing the solution to the nearest hundredth. Then, use the graph to solve the associated inequalities in parts (b) and (c), expressing endpoints to the nearest hundredth.(a) 
= 0; (b) 
> 0; (c) 
< 0
A. (a) {0.86} (b) (0.86, ?) (c) (-?, 0.86) B. (a) {0.25} (b) (0.25, ?) (c) (-?, 0.25) C. (a) {1} (b) (1, ?) (c) (-?, 1) D. (a) {0.40} (b) (0.40, ?) (c) (-?, 0.40)
Follow the order of operations to work the problem.|-3 + 1| - 19 + 5
A. -16 B. -12 C. -10 D. 16
Solve the equation and check your solution.-2.2 = 13 - x
A. 10.3 B. 10.8 C. 14.7 D. 15.2