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Felix and his friends attended the opening of the new community center at Forest Ridge Park. The mayor unveiled a parallelogram-shaped decorative plaque at the entrance to the park with the date of the special event. Its bottom edge is 99 inches long, and its area is 126126 square inches.\newlineWhich equation can you use to find how tall the plaque is, hh?\newlineChoices:\newline(A) 126=9h126 = 9h\newline(B) 126=12×9×h126 = \frac{1}{2} \times 9 \times h\newlineHow tall is the plaque?\newlineWrite your answer as a whole number or decimal. Do not round.\newline____ inches

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Q. Felix and his friends attended the opening of the new community center at Forest Ridge Park. The mayor unveiled a parallelogram-shaped decorative plaque at the entrance to the park with the date of the special event. Its bottom edge is 99 inches long, and its area is 126126 square inches.\newlineWhich equation can you use to find how tall the plaque is, hh?\newlineChoices:\newline(A) 126=9h126 = 9h\newline(B) 126=12×9×h126 = \frac{1}{2} \times 9 \times h\newlineHow tall is the plaque?\newlineWrite your answer as a whole number or decimal. Do not round.\newline____ inches
  1. Identify Formula: First, let's identify the correct formula to calculate the height of the parallelogram. The area of a parallelogram is given by the formula Area = base ×\times height. Here, the base is 99 inches, and the area is 126126 square inches. So, the equation to find the height (h)(h) is 126=9h126 = 9h.
  2. Solve Equation: Now, solve the equation for hh. Divide both sides of the equation by 99 to isolate hh:1269=h\frac{126}{9} = hh=14h = 14

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