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How do you find the slant height for a pyramid if your is height is 9.1 cm and all 4 sides is 12 cm.
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@acehuert
i just need the slant height
15.06
0_0
thx
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np
closing the post
|dw:1708404787857:dw| This is just the Pythagorean theorem. If you take a look at the cross section, one of the legs is the height \(9.1cm\), and the other leg is half the side, or \(12cm/2\). The slant height is just the hypotenuse:\[ x^2 = (9.1cm)^2+(12cm/2)^2\implies x = \sqrt{9.1^2+6^2}cm =\sqrt{118.81}cm =10.9cm \]
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