A Shipping Box In The Shape Of A Cube Has Edge Lengths Of 6 Inches. It Can Hold 24 Staplers. If The Dimensions Of A Shipping Box Are All Doubled, How Many Staplers Can The Larger Box Hold? 24 Staplers 48 Staplers 96 Staplers 192 Staplers

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A Shipping Box In The Shape Of A Cube Has Edge Lengths Of 6 Inches. It Can Hold 24 Staplers. If The Dimensions Of A Shipping Box Are All Doubled, How Many Staplers Can The Larger Box Hold? 24 Staplers 48 Staplers 96 Staplers 192 Staplers. 2 determine the volume of the larger cube with doubled dimensions. The original volume $$v_ {1}$$v1 is $$ (6 \text { in})^ {3} = 216 \text { in}^ {3}$$(6 in)3=216 in3.

A shipping box in the shape of a cube has edge lengths of 6 inches. it
A shipping box in the shape of a cube has edge lengths of 6 inches. it from brainly.com

When the dimensions of a box are all doubled, each edge length becomes twice. This larger box can hold 192 staplers. If the dimensions of a shipping box are all doubled, how many staplers can the larger box hold?

This Larger Box Can Hold 192 Staplers.


If the dimensions of a shipping box are all doubled, how many staplers can the larger box hold? It can hold 24 staplers. 2 determine the volume of the larger cube with doubled dimensions.

Calculate The Original Volume Of The Cube By Cubing The Edge Length.


If the edge lengths are doubled from 6 inches to 12 inches, the volume increases by a factor of 2^ {3} = 8 23 =8 A shipping box in the shape of a cube has edge lengths of 6 inches. See the video answer, the suggested textbook, and the best.

It Can Hold 8 Mugs With No Extra Space Between Them If The Dimensions Of The Shipping Box Are All Double


Solution for a shipping box in the shape of a cube has an edge length of 8 inches. If the edge lengths are. Given that the edge length of the small shipping box is 6 inches, its volume is 6 x 6 x 6 = 216 cubic inches.

The Original Volume $$V_ {1}$$V1 Is $$ (6 \Text { In})^ {3} = 216 \Text { In}^ {3}$$(6 In)3=216 In3.


After doubling the dimensions of the original cube with edge lengths of 6 inches, the new cube will be 12 inches on each side. When the dimensions of a box are all doubled, each edge length becomes twice. Since the edge length is 6 inches, the volume is $$6^ {3} = 216$$63 = 216 cubic inches.

Determine The Volume Of The Larger Cube With Doubled Dimensions.


Find out how to solve a problem involving the volume of a cube box and the number of staplers it can hold.

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