A wire is bent to form a triangle. If the lenght of the sides of the triangle are 3x^2 - 4x cm, 2x^2 - 4cm and 6x^2 + 2cm, find the length of the wire?
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To find length of wire:-means perimeter of the triangle formed by bending the wire.
Perimeter of ∆=Sum of all sides
P=(4x-2)+(7x-4)+(6x+2)
P=4x-2+7x-4+6x+2
P=10x+7x-4
P=17x-4
{\bf{\blue{Perimeter=17x-4}}}
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Answered by
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Step-by-step explanation:
perimeter of ∆ = side + side + side
= (3x²+4x)+(2x²+4)+(6x+2)
= x(3x-4)+2(x²+2)+2(3x+1)
=(x+2+2) [(3x+4)(x²+2)(3x+1)] (ANS)
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