# How much will you save if you buy an item listed at \$575.50 at a 30 percent discount [Solved] 0

The whole that might be saved at a 30% low cost is \$172.65 Clarification: Since, the marked up worth of the merchandise might be \$575.50, and the low cost share is 30%, Due to this fact, \$ 172.65 might be saved.

The whole that might be saved at a 30% low cost is \$172.65 Clarification: Since, the marked up worth of the merchandise might be \$575.50, and the low cost share is 30%, Due to this fact, \$ 172.65 might be saved.

For this case, we make a rule of three: 575.50 > 100% x > 30% The place x is the variable that represents 30% of 575.50 Thus, the low cost merchandise has a worth of: The worth is \$ 402.85 You save \$ 172.65

Youll save \$172.65. Step-by-step clarification: The listed worth of an merchandise you purchase = \$575.50 Its at a reduction of = 30% The saving = 30% of 575.50 = 575.50 = 0.30 575.50 = \$172.65 New price of the merchandise after low cost = 575.50 172.65 = \$402.85 Youll save \$172.65.

Youll save \$172.65. Step-by-step clarification: The listed worth of an merchandise you purchase = \$575.50 Its at a reduction of = 30% The saving = 30% of 575.50 = 575.50 = 0.30 575.50 = \$172.65 New price of the merchandise after low cost = 575.50 172.65 = \$402.85 Youll save \$172.65.

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A Step-by-step clarification:

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The whole that might be saved at a 30% low cost is \$172.65 Clarification: Since, the marked up worth of the merchandise might be \$575.50, and the low cost share is 30%, Due to this fact, \$ 172.65 might be saved.

The whole that might be saved at a 30% low cost is \$172.65 Clarification: Since, the marked up worth of the merchandise might be \$575.50, and the low cost share is 30%, Due to this fact, \$ 172.65 might be saved.

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Reply is A \$172.25 Step-by-step clarification: Step 1: Our output worth is 575.50. Step 2: We symbolize the unknown worth with \$x\$. Step 3: From step 1 above,\$575.50=100%\$. Step 4: Equally, \$x=30%\$. Step 5: This ends in a pair of straightforward equations \$575.50=100%(1)\$. \$x=30%(2)\$. Step 6: By dividing equation 1 by equation 2 and noting that each the RHS (proper hand facet) of each equations have the identical unit (%); now we have \$frac{575.50}{x}=frac{100%}{30%}\$ Step 7: Once more, the reciprocal of each side offers \$frac{x}{575.50}=frac{30}{100}\$ \$Rightarrow x=172.65\$ Due to this fact, \$30%\$ of \$575.50\$ is \$172.65\$

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This post is last updated on hrtanswers.com at Date : 1st of September – 2022