135% of a value is 5265 kg. What is . the original value? Give your answer in kilograms (kg)

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Question

135% of a value is 5265 kg. What is . the original value? Give your answer in kilograms (kg)

Answer 1

Here the given is that $135\%$ of a value, which we'll represent by $n$, equals 5265 kg. In mathematical terms: $135\%$ or $1.35$ (in decimal form) times the number $n$ equals 5265 kg, written as: $1.35n = 5265$ From this, the task is to solve for $n$, that original value, as follows: \[\begin{aligned} 1.35n &= 5265 \\ \frac{1.35n}{1.35} &= \frac{5265}{1.35} \\ n &= \frac{5265}{1.35}\\ n &\approx3903.70 \text{ kg} \end{aligned}\] So, the original value was approximately $3903.70$ kg in terms of rounding up the actual floating point results.

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135% of a value is 5265 kg. What is . the original value? Give your answer in kilograms (kg)

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