two equal sides of a triangle are 5m less than twice the third side.If the perimeter of the triangle is 55m, find the length of its sides
Answers
Answered by
0
let the third side be x,
ATQ
the two equal sides= 2x-5
so,
perimeter=55m
2x-5 + 2x-5 + x=55
5x-10=55
x-2=11
x=13
therefore, sides of the triangle are 13m, 21m, 21m
ATQ
the two equal sides= 2x-5
so,
perimeter=55m
2x-5 + 2x-5 + x=55
5x-10=55
x-2=11
x=13
therefore, sides of the triangle are 13m, 21m, 21m
Answered by
0
given ,AB=BC-5 and AB=AC
therefore,AB+BC+AC=55 (perimeter of triangle=55m)
after calculation BC=21.66
therefore, AB=BC-5
AB=21.66-5
AB=16.66
AB=AC
therefore,AB+BC+AC=55 (perimeter of triangle=55m)
after calculation BC=21.66
therefore, AB=BC-5
AB=21.66-5
AB=16.66
AB=AC
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