IM 7.7.12 Practice: Volume of Right Prisms

Select [b]all [/b]the prisms.[br][img]data:image/png;base64,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[/img]
For each prism, shade one of its bases.
The volume of both of these trapezoidal prisms is 24 cubic units. Their heights are 6 and 8 units, as labeled.
[img]data:image/png;base64,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[/img][br][br]What is the area of a trapezoidal base of each prism?
[size=150]Two angles are complementary. One has a measure of 19 degrees. What is the measure of the other?[/size]
[size=150]Two angles are supplementary. One has a measure that is twice as large as the other. Find the two angle measures.[/size]
Match each expression in the first list with an equivalent expression from the second list.
[size=150]Clare paid 50% more for her notebook than Priya paid for hers. Priya paid [math]x[/math] for her notebook and Clare paid [math]y[/math] dollars for hers. Write an equation that represents the relationship between [math]y[/math] and [math]x[/math].[/size]
Bezárás

Információ: IM 7.7.12 Practice: Volume of Right Prisms