The ramp shown in the diagram has a rise of 225 cm and it makes an angle 40° with the floor.

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Question:

The ramp shown in the diagram has a rise of 225 cm and it makes an angle 40° with the floor.

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The length of the ramp calculated using Pythagoras is approximately 350 cm From the diagram attached : Height of ramp = opposite = 225 cmAngle of inclination, θ = 40°Using Pythagoras ; the length of the ramp can calculated as follows : Sin θ = opposite / hypotenus Sin 40° = 225 / hypotenus Cross multiply Hypotenus × 0.6427876 = 225 Divide both sides by 0.6427876 to isolate the hypotenus Hypotenus = 225 / 0.6427876Hypotenus = 350.03786 cmTherefore, the length of the ramp which is the hypotenus is approximately 350 cmLearn more : https://brainly.com/question/10040532

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