Question

if the hight of conical tent is 10cm and radius of its base is 24 cm .find its slant hight​

Answer 1

Given,

Height (h) = 10 m

Radius(r) = 24 m

Let the slant height be l. Then,

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We know that,

$l^{2} = h^{2} + r^{2}$

$l ^{2} = (10)^{2} + (24)^{2}$

$l ^{2} = 100 + 576$

$l ^{2} = 676$

$l = \sqrt{676}$

$l = \sqrt{26}^{2}$

$l = 26 \: m$

So, the slant height of the tant is 26 m .