Question

Beth is designing a business card. She makes a scale drawing of her old business card by using a scale factor of Five-fourths. Her scale drawing is a 2 and one-half-inch by 5-inch rectangle.

The print shop says that the scale drawing is a reduction of the original card because the original card must be 3 and StartFraction 1 over 8 EndFraction inches by 6 and one-fourth inches. Which explains the print shop's error and gives the correct dimensions of Beth's original card?
The scale factor is greater than 1 so the scale drawing is an enlargement, and the original card is 2 inches by 4 inches.
The scale factor is greater than 1 so the scale drawing is an enlargement, and the original card is 3 and three-fourths inches by 6 and one-fourth inches.
The scale factor is a fraction so the scale drawing is a reduction, and the original card is 2 inches by 4 inches.
The scale factor is a fraction so the scale drawing is a reduction, and the original card is 3 and three-fourths inches by 6 and one-fourth inches.

Answer 1

but

Step-by-step explanation:

$\sqrt{586 = }$

Answer 2

Original Size = 2 * 4 inch

The scale factor is greater than 1 so the scale drawing is an enlargement, and the original card is 2 inches by 4 inches.

Step-by-step explanation:

Scale drawing is 2.5  inch    * 5 inch

Let say Original Size = L * B

Scale used 5 /4  Greater than 1

=> L * 5/4  = 2.5

=> L = 2

& B * 5/4 = 5

=> B = 4

Original Size = 2 * 4 inch

The scale factor is greater than 1 so the scale drawing is an enlargement, and the original card is 2 inches by 4 inches.

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