Two triangles with equal bases have height in the ratio 3:2 find the ratio of its area
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Answer:
2:3
Step-by-step explanation:
let the 2 heights be 2h and 3h
area of first triangle
=1/2 *b * h
=1/2 * b * 2h
=b * h (2 gets cancelled in numerator and denominator)
area of first triangle = bh = 2* (1/2bh)
area of second triangle
=1/2 *b * h
=1/2 * b * 3h
=3 * (1/2bh)
area of second triangle = 3* (1/2bh)
area of first triangle:area of second triangle
=2* (1/2bh): 3* (1/2bh)
=2:3 (1/2bh is common and therefore is cancelled on both sides)
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