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The area of a triangle increases at 8cm^2/min and the

The area of a triangle increases at 8cm^2/min and the length of its base increases at 0.6 cm/min. determine the rate of increase
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2. asked by Harvey
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Increasing the side lengths of a triangle by 100% in order to create a similar triangle, increases the area by 100% as well.
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2. asked by L
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Amaury draws an acute triangle on the coordinate grid. He finds the area of the triangle by drawing a rectangle that
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Amaury draws an acute triangle on the coordinate grid. He finds the area of the triangle by drawing a rectangle that
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Amaury draws an acute triangle on the coordinate grid. He finds the area of the triangle by drawing a rectangle that
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Amaury draws an acute triangle on the coordinate grid. He finds the area of the triangle by drawing a rectangle that
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Amaury draws an acute triangle on the coordinate grid. He finds the area of the triangle by drawing a rectangle that
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Amaury draws an acute triangle on the coordinate grid. He finds the area of the triangle by drawing a rectangle that
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Amaury draws an acute triangle on the coordinate grid. He finds the area of the triangle by drawing a rectangle that
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2. 289 views
Amaury draws an acute triangle on the coordinate grid. He finds the area of the triangle by drawing a rectangle that
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2. asked by Davon James
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