Answer
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Hint: Any number multiplied by itself creates a perfect square. Therefore look at the numbers between 50 and 60 who have their highest factors being repeated twice.
Complete step-by-step answer:
Now we can write the perfect square of numbers as:
$
1 \to 1 \\
2 \to 4 \\
3 \to 9 \\
4 \to 16 \\
5 \to 25 \\
6 \to 36 \\
7 \to 49 \\
8 \to 64 \\
$
From the above results we can say that there is no perfect square between $50$ and $60$.
Note: In this question we have to find the perfect square between fifty to sixty and if we look at the above results of perfect square we found that there is no result between the range fifty to sixty therefore we can say that there is no perfect square between $50$ and $60$.
Complete step-by-step answer:
Now we can write the perfect square of numbers as:
$
1 \to 1 \\
2 \to 4 \\
3 \to 9 \\
4 \to 16 \\
5 \to 25 \\
6 \to 36 \\
7 \to 49 \\
8 \to 64 \\
$
From the above results we can say that there is no perfect square between $50$ and $60$.
Note: In this question we have to find the perfect square between fifty to sixty and if we look at the above results of perfect square we found that there is no result between the range fifty to sixty therefore we can say that there is no perfect square between $50$ and $60$.
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