duplicate ratio of a+c and c+b is a:b prove ab = c2
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5
duplicate proportion of ( a + c) and ( c + b) is a : b
so,
(a + c)²: ( c + b)² = a : b
(a + c)²b = (c + b)²a
a²b + c²b +2acb = c²a + b²a +2bca
a²b - ab²= c²( a -b)
ab( a - b) = c²( a - b)
ab = c²
so,
(a + c)²: ( c + b)² = a : b
(a + c)²b = (c + b)²a
a²b + c²b +2acb = c²a + b²a +2bca
a²b - ab²= c²( a -b)
ab( a - b) = c²( a - b)
ab = c²
Anonymous:
great answer sir
Answered by
2
duplicate proportion of ( a + c) and ( c + b) is a : b
so,
(a + c)²: ( c + b)² = a : b
(a + c)²b = (c + b)²a
a²b + c²b +2acb = c²a + b²a +2bca
a²b - ab²= c²( a -b)
ab( a - b) = c²( a - b)
ab = c²
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