Math, asked by harini5435, 3 months ago

Please quick its urgent ​

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Answers

Answered by tanmayakumarp3
1

Answer:

Standard form of 0.0000564 is - 5.64 × 10^{-5}

Step-by-step explanation:

Standard form of 0.0000564 is-

0.0000564 × 1

=  \frac{564}{10000000} × 1

=   564  × \frac{1}{10000000}

=   564  × 10000000^{-1}

=   564  × 10^{-7}

=   (5.64 × 100) × 10^{-7}

=   5.64 × 10^{2} × 10^{-7}            [∵ a^{x} × a^{y} = a^{x+y}]

=   5.64 × 10^{2+(-7)}

=   5.64 × 10^{2-7}

=   5.64 × 10^{-5} (Ans)

Answered by Anonymous
0

Answer:

Answer:

Standard form of 0.0000564 is - 5.64 × 10^{-5}10−5

Step-by-step explanation:

Standard form of 0.0000564 is-

0.0000564 × 1

=  \frac{564}{10000000}10000000564 × 1

=   564  × \frac{1}{10000000}100000001

=   564  × 10000000^{-1}10000000−1

=   564  × 10^{-7}10−7

=   (5.64 × 100) × 10^{-7}10−7

=   5.64 × 10^{2}102 × 10^{-7}10−7            [∵ a^{x}ax × a^{y}ay = a^{x+y}ax+y

=   5.64 × 10^{2+(-7)}102+(−7)

=   5.64 × 10^{2-7}102−7

=   5.64 × 10^{-5}10−5 (Ans)

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