An architect is designing a rectangular-shaped skyscraper. The base of the building is a rectangle, with corners at (1,3), (35,3), (35,53), and (1,53) on the coordinate plane. What is the area of the rectangle on the graph?
Q. An architect is designing a rectangular-shaped skyscraper. The base of the building is a rectangle, with corners at (1,3), (35,3), (35,53), and (1,53) on the coordinate plane. What is the area of the rectangle on the graph?
Identify Length: Identify the length of the rectangle by calculating the distance between two horizontal points (1,3) and (35,3).Calculation: Length =35−1=34 units.
Identify Width: Identify the width of the rectangle by calculating the distance between two vertical points (1,3) and (1,53).Calculation: Width =53−3=50 units.
Calculate Area: Calculate the area of the rectangle using the formula: Area=Length×Width.Calculation: Area=34×50=1700 square units.