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Kaori is taking a free-throw. $\newline$ $H(d)$ models the basketball's height (in meters) at a horizontal distance of $d$ meters from Kaori. $\newline$ What does the statement $H(R) = 4$ mean? $\newline$ Choose $1$ answer: $\newline$ (A) The ball was at the same height at the horizontal distances of $4$ meters and $R$ meters. $\newline$ (B) At a horizontal distance of $R$ meters from Kaori, the ball's height was equal to $4$ meters. $\newline$ (C) At a horizontal distance of $4$ meters from Kaori, the ball's height was equal to $R$ meters.

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Evaluate two-variable equations: word problems

Full solution

Q. Kaori is taking a free-throw.

\newline

H(d)

models the basketball's height (in meters) at a horizontal distance of

d

meters from Kaori.

\newline

What does the statement

H(R) = 4

mean?

\newline

Choose

1

answer:

\newline

(A) The ball was at the same height at the horizontal distances of

4

meters and

R

meters.

\newline

(B) At a horizontal distance of

R

meters from Kaori, the ball's height was equal to

4

meters.

\newline

(C) At a horizontal distance of

4

meters from Kaori, the ball's height was equal to

R

meters.

Understand function representation: Understand the given function and what it represents.
Analyze $H(R)=4$ meaning: Analyze what $H(R)=4$ means in the context of the function.
Verify interpretation accuracy: Verify that the interpretation matches the question's choices.

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