Express the $125 k g : 150 k g$ in the simplest form.

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Solution

Step I - Let's write $125 k g : 150 k g$ in the fraction form.
We can write, $125 k g : 150 k g$ = $\frac{125}{150}$
Now we know that $25$ is the highest common factor which can divide both the numbers.
So, $\frac{125}{150}$ = $\frac{125 \div 25}{150 \div 25}$ = $\frac{5}{6}$
Thus, the simplest form for $125 k g : 150 k g$ in fraction = $\frac{5}{6}$
Hence, the $125 k g : 150 k g$ in the simplest form = $5 : 6$ .

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