Math, asked by MindLord, 24 days ago

A road divider of certain length is painted one-sixth yellow, three-fifth black, and the remaining 28 m is painted white. Find the length of the divider.

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Answers

Answered by Atlas99
102

Let the length of road be x m

ATQ

 \to \:  \: \sf{ \frac{x}{6} + \frac{3x}{5} + 28} = x \\

 \to \sf \:  \: { \frac{5x + 18x + 840}{30} = x} \\

 \sf \to \:  \: {23x + 840 = 30x}

 \sf \to \:  \:{840 = 7x}

 \sf \to \:  \: {x=\frac{840}{7}} \\

 \huge\sf \orange{\to \:  \: {x\frak{ \: =120}}}

Therefore,length of divider = 120m

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