Malik makes clay sculptures and ships them to buyers throughout the country. The function f(x) gives the cost, in dollars, of shipping a box that weighs x pounds. What does f(7) < 10 tell you? Choices: (A)It costs Malik less than $7 to ship a box weighing 10 pounds. (B)It costs Malik less than $10 to ship a box weighing 7 pounds.

Given Inequality Interpretation: We are given the inequality f(7) < 10 and need to interpret its meaning in the context of shipping costs. The function f(x) represents the cost of shipping a box that weighs x pounds. Therefore, f(7) represents the cost of shipping a box that weighs 7 pounds. The inequality f(7) < 10 tells us that the cost of shipping a box that weighs 7 pounds is less than $10.Matching with Choices: Now we need to match our interpretation with the given choices. Choice (A) states ＂It costs Malik less than $7 to ship a box weighing 10 pounds,＂ which is not consistent with our interpretation because the weight and cost are reversed. Choice (B) states ＂It costs Malik less than $10 to ship a box weighing 7 pounds,＂ which matches our interpretation of the inequality f(7) < 10.

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Malik makes clay sculptures and ships them to buyers throughout the country. The function $f(x)$ gives the cost, in dollars, of shipping a box that weighs $x$ pounds. $\newline$ What does f(7) < 10 tell you? $\newline$ Choices: $\newline$ (A)It costs Malik less than $\$7$ to ship a box weighing $10$ pounds. $\newline$ (B)It costs Malik less than $\$10$ to ship a box weighing $7$ pounds.

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Algebra 1

Power rule with rational exponents

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Q. Malik makes clay sculptures and ships them to buyers throughout the country. The function

f(x)

gives the cost, in dollars, of shipping a box that weighs

x

pounds.

\newline

What does

f(7) < 10

tell you?

\newline

Choices:

\newline

(A)It costs Malik less than

\$7

to ship a box weighing

10

pounds.

\newline

(B)It costs Malik less than

\$10

to ship a box weighing

7

pounds.

Given Inequality Interpretation: We are given the inequality f(7) < 10 and need to interpret its meaning in the context of shipping costs. $\newline$ The function $f(x)$ represents the cost of shipping a box that weighs $x$ pounds. Therefore, $f(7)$ represents the cost of shipping a box that weighs $7$ pounds. $\newline$ The inequality f(7) < 10 tells us that the cost of shipping a box that weighs $7$ pounds is less than $\$10$ .
Matching with Choices: Now we need to match our interpretation with the given choices. $\newline$ Choice (A) states ＂It costs Malik less than $\$7$ to ship a box weighing $10$ pounds,＂ which is not consistent with our interpretation because the weight and cost are reversed. $\newline$ Choice (B) states ＂It costs Malik less than $\$10$ to ship a box weighing $7$ pounds,＂ which matches our interpretation of the inequality f(7) < 10.