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

Kaori is taking a free-throw. \newlineH(d) H(d) models the basketball's height (in meters) at a horizontal distance of d d meters from Kaori.\newlineWhat does the statement H(R)=4 H(R) = 4 mean?\newlineChoose 11 answer:\newline(A) At a horizontal distance of R R meters from Kaori, the ball's height was equal to 4 4 meters.\newline(B) At a horizontal distance of 4 4 meters from Kaori, the ball's height was equal to R R meters.\newline(C) The ball was at the same height at the horizontal distances of 4 4 meters and R R meters.

Full solution

Q. Kaori is taking a free-throw. \newlineH(d) H(d) models the basketball's height (in meters) at a horizontal distance of d d meters from Kaori.\newlineWhat does the statement H(R)=4 H(R) = 4 mean?\newlineChoose 11 answer:\newline(A) At a horizontal distance of R R meters from Kaori, the ball's height was equal to 4 4 meters.\newline(B) At a horizontal distance of 4 4 meters from Kaori, the ball's height was equal to R R meters.\newline(C) The ball was at the same height at the horizontal distances of 4 4 meters and R R meters.
  1. Understand H(d)H(d): Understand the function H(d)H(d) and what it represents.\newlineThe function H(d)H(d) gives us the height of the basketball at a horizontal distance dd from Kaori. When we see H(R)=4H(R)=4, this means that when the horizontal distance is RR meters, the height of the basketball is 44 meters.
  2. Interpret H(R)=4H(R)=4: Interpret the given statement H(R)=4H(R)=4 using the understanding from Step 11.\newlineThe statement H(R)=4H(R)=4 directly translates to "At a horizontal distance of RR meters from Kaori, the ball's height was equal to 44 meters." This matches option (A) from the given choices.
  3. Eliminate other options: Eliminate the other options based on the interpretation.\newlineOption (B) suggests that at a horizontal distance of 44 meters, the height is RR meters, which is not what H(R)=4H(R)=4 indicates. Option (C) suggests that the ball is at the same height at two different horizontal distances, which is also not indicated by H(R)=4H(R)=4. Therefore, both options (B) and (C) are incorrect.

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