the area of right angled triangle is 96 square centimetres. one of the perpendicular sifes is 16 cm long. what is is the length of the other? About the author Claire
Step-by-step explanation: A = 96 cm², and, let’s say, b = 16 cm (We could have said let h = 16 cm), then substituting into the above formula, we get: 96 cm² = (1/2)(16 cm)h 96 cm² = (8 cm)h (96 cm²)/(8 cm) = [(8 cm)h]/(8 cm) (96 cm²)/(8 cm) = [(8 cm)/(8 cm)]h 12 cm = [1]h h = 12 cm is the length of the other side (leg) of the given right triangle. Reply
Step-by-step explanation:
A = 96 cm², and, let’s say, b = 16 cm (We could have said let h = 16 cm), then substituting into the above formula, we get:
96 cm² = (1/2)(16 cm)h
96 cm² = (8 cm)h
(96 cm²)/(8 cm) = [(8 cm)h]/(8 cm)
(96 cm²)/(8 cm) = [(8 cm)/(8 cm)]h
12 cm = [1]h
h = 12 cm is the length of the other side (leg) of the given right triangle.
Answer:
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