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Answer :
To find the base value for which 129% equals 143, you solve the equation 1.29x = 143, leading to x = 110.85271. Therefore, 129% of 110.85271 is 143.
The question '129% of what is 143?' is looking for the base value that, when 129% of it is calculated, gives 143. To find this, we can set up the equation 1.29x = 143, where x represents the base value we're looking for. Dividing both sides by 1.29 gives us x = 143 / 1.29.
When we calculate 143 / 1.29, we find that x = 110.85271. Therefore, 129% of 110.85271 is equal to 143. This demonstrates how to solve percentage problems of this nature, providing both an understanding of the process and the specific answer to the question.
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Final answer:
To find out what is 129% of a certain number, set up a proportion and solve for the unknown number.
Explanation:
To find out what is 129% of a certain number, you can set up a proportion with a numerator and denominator. In this case, the numerator will be 143 and the denominator will be the unknown number. So the proportion will be 143/x = 129/100. To solve for x, you can cross multiply: 143 * 100 = 129 * x. Then divide both sides by 129 to find the value of x. So the unknown number is 110.85.
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