If total 96 trees are planted on both sides of a road at a distance of 3 km each. Find the length of the

road ?​

Question

If total 96 trees are planted on both sides of a road at a distance of 3 km each. Find the length of the

road ?​

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Anna 4 days 2021-09-15T00:47:01+00:00 1 Answers 0 views 0

Answers ( )

  1. Nevaeh
    0
    2021-09-15T00:48:38+00:00
    Reply

    \sf{\huge{\underline{\orange{Given :-}}}}

    • 96 trees are planted on both sides of a road at a distance of 3 km each.

    \sf{\huge{\underline{To\:Find :-}}}

    • The length of the road .

    \sf{\huge{\underline{\green{Answer :-}}}}

    We have,

    96 trees are planted on both sides of a road at a distance of 3 km each.

    According to the question,

    96 trees are planted in a gap of 3 km

    The length of the road =

    96 × 3 = 288 km

    The length of the road is 288 km .

    • The formula used here is unitary method.
    • The question ask about the length of the road which means we have to calculate total length here.
    • The SI unit of length is kilometres.
    • The tree count is taken as unit.

    \setlength{\unitlength}{1.6mm}\begin{picture}(50,20)\linethickness{0.075mm}\multiput(-5, 0)(1, 0){45}{\line(0, 1){44}}\multiput(-5, 0)(0, 1){45}{\line(1, 0){44}}\linethickness{0.4mm}\put(0,0){\vector(0,1){40}}\put(0,0){\vector(1,0){40}}\multiput(-1,8)(0,07){5}{\line(1,0){2}}\linethickness{6mm}\put(7,0){\line(0,1){22}}\put(17,0){\line(0,1){29}}\put(28,0){\line(0,1){22}}\put(26,-2){Tree n}\put(16,-2){Tree2}\put(6,-2){Tree1}\end{picture}

    Distace between them is 3 km.

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