new-area-by-applying-the-appropriate-power-of-a-quotient-rule-and-show-all-steps

Question

A rectangular garden's linear dimensions are scaled by a factor of 34\frac{3}{4}. If the original area was 200 cm2200~	ext{cm}^2, compute the new area by applying the appropriate power of a quotient rule.

Accepted Answer

2252 cm2\frac{225}{2}~	ext{cm}^2

Answer

150 cm2150~	ext{cm}^2

Answer

450 cm2450~	ext{cm}^2

Answer

2752 cm2\frac{275}{2}~	ext{cm}^2

A rectangular garden's linear dimensions are scaled by a factor of 34\(\frac{3}{4}\). If the original area was 200 cm2200~\(\text{cm}\)^2, compute the new area by applying the appropriate power of a quotient rule.

A rectangular garden's linear dimensions are scaled by a factor of $\frac{3}{4}$ . If the original area was $200 cm to the second power$ , compute the new area by applying the appropriate power of a quotient rule.