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Allison stated that 48/90 is a terminating decimal equal to 0.53. Why is she true or why is she wrong.

User Arkapravo
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1 Answer

21 votes
21 votes

Answer:

She was Wrong, because it is not a terminating decimal

Step-by-step explanation:

Given the fraction;


(48)/(90)

Let us reduce the fraction to its least form, then convert it to decimal.


(48)/(90)=(8)/(15)

converting to decimal we have;

The decimal form of the given fraction is;


\begin{gathered} 0.533\ldots \\ =0.53\ldots \end{gathered}

Which is not a terminating decimal, because it has an unending, repeatitive decimal.

Therefore, she was Wrong, because it is not a terminating decimal

Allison stated that 48/90 is a terminating decimal equal to 0.53. Why is she true-example-1
Allison stated that 48/90 is a terminating decimal equal to 0.53. Why is she true-example-2
User JD Solanki
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