Directions:Rewrite the given proportion according to the property indecated in the table.Show the correct process for each property (10points)&nbsp;GIVEN PROPORTION: &nbsp;15/c = 4/dCross - multiplication Property&nbsp;Alternation Property&nbsp;Inverse Property&nbsp;Addition Property&nbsp;Subtraction Property&nbsp;

Question

Directions:Rewrite the given proportion according to the property indecated in the table.Show the correct process for each property (10points)&amp;nbsp;GIVEN PROPORTION: &amp;nbsp;15/c = 4/dCross - multiplication Property&amp;nbsp;Alternation Property&amp;nbsp;Inverse Property&amp;nbsp;Addition Property&amp;nbsp;Subtraction Property&amp;nbsp;

Vasquez · Accepted Answer

Given Proportion:&amp;nbsp;15c=4d1. Cross-multiplication Property:To apply cross-multiplication property, we can simply multiply the numerator of the first fraction with the denominator of the second fraction, and the denominator of the first fraction with the numerator of the second fraction. This gives us:15⋅d=4⋅c2. Alternation Property:To apply alternation property, we can switch the numerator and denominator of one fraction, while keeping the other fraction unchanged. This gives us:15d=c43. Inverse Property:To apply inverse property, we can simply take the reciprocal of both sides of the equation. This gives us:c15=d44. Addition Property:Addition property is not applicable to proportions.5. Subtraction Property:Subtraction property is not applicable to proportions.Therefore, we can rewrite the given proportion using cross-multiplication property as&amp;nbsp;15d=4c&amp;nbsp;and using alternation property as&amp;nbsp;15d=c4. We can also rewrite it using inverse property as&amp;nbsp;c15=d4.

Directions:Rewrite the given proportion according to the property

Answered question

Answer & Explanation

New Questions in Pre-Algebra

Cross - multiplication Property
Alternation Property
Inverse Property
Addition Property
Subtraction Property