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The bond's value increased by 35%

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11y ago
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Maria M

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2y ago

35%

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Foster Schroeder

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2y ago
great answer tyy

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Q: A bond purchased at 550 now has a value of 742.50 What is the percent increase of its value?
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A bond purchased at 500.00 now has a value of 650.50 What is the percent increase of its value?

30%, i think


What percent increase is 12 to 18?

Apply the formula of percent increase,which is : new value - old value / old value so, your question is what percent increase is 12 to 18, here 18 is the new value and 12 is the old value, now apply to the formula: percent increase= 18-12 / 12 = 0.5 now to get the percent multiply by 100 , 0.5*100 = 50% So, the percent increase 12 to 18 is 50%.


What is the value PERCENT increase of 8765.00 to 9006.04?

The increase is 2.75%


Formula for percent of increase and decrease?

% increase or decrease = |original value - new value| /original value * 100%


What is the formula for calculating the value after an increase by multiplying the original value-the base-by the percent for new value?

Wavlue after increase


What is a 15 percent increase of 11.50?

A 15 percent increase of 11.50 gives a new value of 13.23


What is the percent value increase between 23.94 and 28.50?

The increase is 19.05%


What percent increase is 20-30?

percent increase = 50% % increase =|original value - new value|/original value * 100% = |20 - 30|/20 * 100% = 10/20 * 100% = 0.50* 100% = 50%


What is the percent of increase from 124 to 149?

Formula: % increase=[(new value - old value) / old value] x 100% % increase = (149-124) /124 x 100% = 20.16%


What is 45 dollars plus a 7 percent increase?

45 dollars plus a 7 percent increase gives a new value of $48.15


What is the percentage increase between 94.1 percent and 96 percent?

2.02%% increase =|original value - new value|/original value * 100%= |94.1 - 96|/94.1 * 100%= 1.9/94.1 * 100%= 0.0202 * 100%= 2.02%


How do you figure annual increase in market value of condo at 2 percent?

-- To get next year's value, multiply this year's value by 1.02 -- Then, to get the amount of the increase, subtract this year's value from the result.