Chapter 1: Problem 6
Evaluate the expression when \(y=6\). $$ \frac{24}{y} $$
Chapter 1: Problem 6
Evaluate the expression when \(y=6\). $$ \frac{24}{y} $$
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Get started for freeMatch the problem with the formula needed to solve the problem. Then use the Guess, Check, and Revise strategy or another problem-solving strategy to solve the problem. Area of a rectangle \(\quad A=l w \quad\) Distance \(\quad d=r t\) Simple interest \(\quad I=P r t \quad\) Volume of a cube Temperature \(\quad C=\frac{5}{9}(F-32)\) Surface area of a cube \(S=6 s^{2}\) A car travels 60 miles per hour for a distance of 300 miles. How long did the trip take?
Compare using \(<,=,\) or \(>.\) $$0.333 \underline{?} 0.3333$$
Evaluate the expression for the given value of the variable. (Review 1.2) $$4\left(t^{3}\right) \text { when } t=3$$
Use the following information. The surface area of a cylinder equals the lateral surface area \((2 \pi r \cdot h)\) plus the area of the two bases \(\left(2 \cdot \pi r^{2}\right)\). Evaluate the expression when \(h=10.5\) centimeters and \(r=2.5\) centimeters. Use 3.14 as an approximation for \(\pi .\)
CHECKING SOLUTIONS OF INEQUALTTIES Check whether the given number is a solution of the inequality. $$y^{3}-2 \leq 8 ; 2$$
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