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Q: What is the type of percent when the final amount is greater than the original amount?

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A percent which is greater than 100.

Increase

(final amount/original amount)*100 This is NOT the percentage change.

It is a percentage increase

$312.49 ; here's how: You have original price is 100%, final price = original price - discount amount, and discount amount = original price * discount percent.So Final price = original price - original price * discount percent = (Original price)*(100 % - discount percent).249.99 = P0 * (100%-20%) = P0 * (0.80) ---> P0 = 249.99 / 0.80 = 312.4875

For Percent Off, calculate the 60% on the original amount. This is the amount of the discount. Then subtract from the original, to get the final price. Or you can do (100% - discount%) then multiply that by the original, to get the final. So in this case: 100% - 60% = 40%. So multiply 0.40 x 82 = 32.80

The type of percent which compares to the final and original amounts is known as the percentage of change. This will focus on any variance between the original and final amounts.Ê

=154.83 Work: 144(original amount) x .0095%(percent) = 10.83(amount percent increased by) 144 + 10.83 (add the two) = 154.83(final answer)

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(original- final price)/original x 100 =1.5%

The final result is 10.4% more than the original number.

A percentage change.

Final amount is 8.50

10% of $15.84 = $1.584. That is the amount of the discount. Subtract this amount from the original, to find the final price: $15.84 - $1.584 = $14.256, which rounds to $14.26

The final amount will be $280.00 + tax.

The idea here is that part of the original energy is wasted - converted to an unusable type of energy.

143.10

You take the original price and add 22% of it to get the final total.

Thats 11,475 off of 13,500 so your final amount would be 2,025

% change = (final # - original #)/original# * 100%(140-80)/80 * 100% = 75% increase

The discount amount is -$88.60. The final total is $102.60

441

no because you don't add the percents together

If x% has been added, divide the final price by (1+x/100)

If all three tests are worth the same amount of the final grade,then your average is 83.3 percent.We hope it's not in Math.