Respuesta :
If volume of cube = 18 cm³
then each side of cube = ∛18cm³
≈ 2.6207
Volume of squared pyramid = [tex] \frac{l ^{2} h }{3} [/tex]
since the pyramid fits perfectly in the cube then that means that
there lengths and height are equal thus l² h = 18 cm³
∴ volume of pyramid = 18 cm³ ÷ 3
= 6 cm
Thus B
then each side of cube = ∛18cm³
≈ 2.6207
Volume of squared pyramid = [tex] \frac{l ^{2} h }{3} [/tex]
since the pyramid fits perfectly in the cube then that means that
there lengths and height are equal thus l² h = 18 cm³
∴ volume of pyramid = 18 cm³ ÷ 3
= 6 cm
Thus B
To find the volume of the pyramid, divide the volume of the cube by 3. So that would be 18/3. The answer would be 6cm. Thank you for posting your question. I hope this answer helped you. Let me know if you need more help.