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SAT Math: Using the Difference in the Area of Two Rectangles to Find the Percentage Increase in Width 2 Views
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The area of rectangle B is 45% larger than the area of rectangle A. The length of rectangle B is 12% greater than that of rectangle A. The width of rectangle B is x% greater than that of rectangle A. What is x?
The area of rectangle B is 45% larger than the area of rectangle A. The length of rectangle B is 12% greater than that of rectangle A. The width of rectangle B is x% greater than that of rectangle A. What is x?
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