If t -4 - h -32 and t -12- then find the value of h-A- 228 mB- 288 mC- 338 mD- 264 m

The correct option is B 288 m t = 4√(h/32) Squaring both sides we get, t^2 = 16 h/32 h = 2t^2 h = 2 (t^2) h = 288 m ...

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Byju's Answer

Standard VIII

Mathematics

Reducing Equations to Simpler Form

If t =4 √ h /...

Question

If $t = 4 \sqrt{\frac{h}{32}}$ and $t = 12$ , then find the value of h.

228 m

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288 m

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264 m

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338 m

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Solution

The correct option is B
288 m

$t = 4 \sqrt{\frac{h}{32}}$

Squaring both sides we get,

$t^{2} = 16 \frac{h}{32}$

$h = 2 t^{2}$

$h = 2 (t^{2})$

$h = 288 m$

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