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14 Sep 2020, 23:02
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Units produced
in 4 hours: 4x Revenue from units
produced in 4 hours: 4xy
in 4 hours: 4x Revenue from units
produced in 4 hours: 4xy
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
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91% (00:59) correct
9%
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wrong
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The SQ&L Corporation produces a certain toy at a rate of x units per hour, which they sell for US$ y per unit.
In the table, make a selection under Units produced in 4 hours and a selection under Revenue from units produced in 4 hours to identify the expressions that are equivalent to these two quantities. Make only two selections, one in each column.
In the table, make a selection under Units produced in 4 hours and a selection under Revenue from units produced in 4 hours to identify the expressions that are equivalent to these two quantities. Make only two selections, one in each column.
|
Units produced in 4 hours |
Revenue from units produced in 4 hours |
|
| 4x | ||
| 4y | ||
| 4xy | ||
| \(\frac{4x}{y}\) | ||
| \(\frac{xy}{4}\) |
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Official Answer
Units produced
in 4 hours: 4x Revenue from units
produced in 4 hours: 4xy
in 4 hours: 4x Revenue from units
produced in 4 hours: 4xy
21 Oct 2020, 07:35
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The number of units produced in 4 hours has to be 4x as we are not aware of the quantity of toys that have been actually produced in 4 hours.
Revenue from units produced in 4 hours = total units produced in 4 hours* revenue of each unit= 4x*y= 4xy.
Revenue from units produced in 4 hours = total units produced in 4 hours* revenue of each unit= 4x*y= 4xy.
