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What is the greatest number of triangular sections, each with a base of 5 inches and a height of 8 inches, that can be cut from a rectangular piece of paper measuring 30 inches …
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What is the greatest number of triangular sections, each with a base of 5 inches and a height of 8 inches, that can be cut from a rectangular piece of paper measuring 30 inches …
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Feb 25, 2018
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What is the greatest number of triangular sections, each with a base of 5 inches and a height of 8 inches, that can be cut from a rectangular piece of paper measuring 30 inches by 40 inches?
Mathematics
college
Aleksander Wons
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1
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12
triangular sections
-
you only need the base for this question- in an area of paper you can see that there is a square -you can make 2 triangles out of this square. Use 30 divided by 5 and get
6
.
Multiply
that by
2
triangles from the area we just talked about and get
12 triangles
.
Onehalf
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Mar 1, 2018
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Onehalf
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