The volume of a rectangle prism is 100 cubic inches. Which of the alternatives is it's greatest possible length?
2 answers:
The complete question in the attached figure
we know that
[volume of a rectangular prism]=L*W*H
<span>of the alternatives presented the greatest is 100
</span>100>10
100>20
100>60
100>50
V=L*W*H
for V=100 in³ and L=100 in
100 in³=100*W*H----------> W*H=1
<span>so that the longest length is 100 the product of the width by the height must be equal to 1
</span>
the answer is
the option A) 100
we know that
[volume of a rectangular prism]=L*W*H
<span>of the alternatives presented the greatest is 100
</span>100>10
100>20
100>60
100>50
V=L*W*H
for V=100 in³ and L=100 in
100 in³=100*W*H----------> W*H=1
<span>so that the longest length is 100 the product of the width by the height must be equal to 1
</span>
the answer is
the option A) 100
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