Question

the Volume of a pyramid with a square base of length 5m is 75m³. Find its height​

Answer 1

Given - Volume

Find - Height

Solution - Volume of square pyramid is given by the formula - length²*height/3

Keep the values in formula to find the volume.

$75 = \frac{{5}^{2} \times h}{3}$

Shifting 3 to other side of equation

${5}^{2} \times h = 75 \times 3$

Performing multiplication and taking square

$25 \times h = 225$

Shifting 25 to other side of equation and performing division

$h = \frac{225}{25}$

$h = 9 \: m$

Hence, the height is 9 metres.

Answer 2

Answer:

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Step-by-step explanation:

$.5 {3}^{?} {? \times \frac{?}{?} }^{2} < 5yx \ tha9 \sqrt[ \tan( log_{2x) \sqrt[ |2x| ]{?} }(?) ) ]{?} 5x$

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