The base in $5^{3}$ is 5.

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False

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Solution

The correct option is A
5

The number written at the bottom is the base whereas the number as the superscript is known as the exponent. In the given example, 5 is the base and 3 is the exponent.

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Similar questions

Identify the base in the given example: $5^{3}$
Base: ___

5^{3}

Fill the number puzzle.

Left to Right

(a) 5 as base 5 (2sq)

(b) 31 in base 5 (3)

(e) 38 in base 5 (3)

(f) 15 in base 5 (2)

(g) 106 in base 5 (3)

(i) 7 in base 5 (3)

(k) 9 in base 5 (2)

Down

(a) 26 in base 5 (3 sq)

(d) 69 in base 5 (3)

(f) 16 in base 5 (2)

(h) 44 in base 5 (3)

(i) 8 in base 5 (2)

(j) 24 in base 5 (2)

Simplifyi:(7+3√5\3+√5)+(7-3√5\3-√5

The numbers 2 \sqrt{5}, \frac{\sqrt{5}}{2}, (\sqrt{5})^{3}, & \frac{5}{\sqrt{5}}

arranged in ascending order is

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