The Volume of a rectangular pyramid is 192 cubic units. If its dimensions are reduced to one-fourth their original length. What is the Volume of the smaller pyramid?

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Q: 68. LA = TA = V = 6 ft -10 ft--

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Q: 2m 9m 1 O951 m²: 958 m² 9.23 m 47 m

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Q: In OC, JK = QR. 82⁰ 7x-3 Therefore, mQR C 10x18 R 97⁰ K and JK: = 32

A: here we have m JK⏞=82 JK=7x-3 QR=10x-18 it is given that,  JK¯≅QR¯ so we can write mQR⏞=mJK⏞ mQR⏞=82

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Q: 69. LA = TA = V = Faces Vertices 26mm Edges 18mm 7mm

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