Suppose you have two boxes, each of which is a cube. Suppose further that the length of a side of the second box is twice as long as the length of a side of the first box. If the length of a side of the first box is x , find the volume of each box. Then find the number of smaller boxes that will fit inside the larger box.
A) The volume of the smaller box is . The volume of the larger box is
. The number of smaller boxes that will fit inside the larger box is
.
B) The volume of the smaller box is . The volume of the larger box is
. The number of smaller boxes that will fit inside the larger box is
.
C) The volume of the smaller box is . The volume of the larger box is
. The number of smaller boxes that will fit inside the larger box is
.
D) The volume of the smaller box is . The volume of the larger box is
. The number of smaller boxes that will fit inside the larger box is
.
E) The volume of the smaller box is . The volume of the larger box is
. The number of smaller boxes that will fit inside the larger box is
.
Correct Answer:
Verified
Q54: Simplify the expression. An answer with exponents
Q55: Write the expression with a positive exponent,
Q56: Use the property Q57: Use the property Q58: Suppose you have two squares, one of Q60: Simplify the expression. An answer with exponents Q61: Write the expression with a positive exponent, Q62: Divide. Write the answer with positive exponents Q63: Complete the table. Q64: Simplify the expression. An answer with exponents Unlock this Answer For Free Now! View this answer and more for free by performing one of the following actions Scan the QR code to install the App and get 2 free unlocks Unlock quizzes for free by uploading documents