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Problem 85

Clark's rule is "Multiply the adult dose with the weight of the child (in pounds) and divide by 150 (the average weight of an adult)." Assign the variables and write a formula that describes Clark's rule.

Problem 86

Fried's rule for infants is "Divide the age in months by 150 and multiply it by the adult dose." Assign the variables and write a formula that describes Fried's rule.

Problem 86

Problem: Complete the "Understand the problem," "Make a plan," and "Complete the plan" steps. The regular price of a 12 -cup programmable coffee maker is \(\$ 79.99\). The sale price is \(\$ 59.99\). Find the percent discount. Round to the nearest percent. Incorrect Answer: The unknown is the percent discount; \(P=\) percent discount. A word equation is percent decrease \(=\left(\frac{\text { decrease in price }}{\text { sale price }}\right)(100) \%\). $$ \begin{aligned} &P=\left(\frac{\$ 79.99-\$ 59.99}{\$ 59.99}\right)(100) \% \\ &P=33 \% \text { decrease } \end{aligned} $$

Problem 88

\(\frac{15-3^{2}}{2+4}\)

Problem 90

\((-5)^{2}\)

Problem 92

\(8^{2} \div 4-12(2-7)\)

Problem 94

The shape of a table top is a trapezoid with bases that measure \(25 \mathrm{in}\). and \(60 \mathrm{in}\). The height is \(30 \mathrm{in}\). Find the area of this table.

Problem 96

Roofing shingles are sold by the "square." A square can cover an area of roof that is \(10 \mathrm{ft}\) long and \(10 \mathrm{ft}\) wide. The area of a roof is \(3450 \mathrm{ft}^{2}\). Find the number of squares of roofing shingles needed to cover this roof. Round up to the nearest whole number.

Problem 97

\(\frac{3^{2}-5 \cdot 9}{-6^{2}}\)

Problem 97

Problem: Find the simple interest earned on \(\$ 300\) invested for 5 years at an annual simple interest rate of \(4.5 \%\). Incorrect Answer: \(I=P R T\) $$ \begin{aligned} &I=(\$ 300)\left(\frac{4.5}{1 \text { year }}\right)(5 \text { years }) \\ &I=\$ 6750 \end{aligned} $$

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