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If (5^5+0.01)^2 – (5^5–0.01)^2 = 5^x, then let us calculate the value
of x and write it.​

0
If (5^5+0.01)^2 – (5^5–0.01)^2 = 5^x, then let us calculate the value
of x and write it.​

1 thought on “0<br />If (5^5+0.01)^2 – (5^5–0.01)^2 = 5^x, then let us calculate the value<br />of x and write it.​”

  1. Answer:

    x=3

    explanation:

    (5⁵+0.01)² – (5⁵- 0.01)² =5^x

    (3125 + 0.01)² – (3125+ 0.01)² =5^x

    (3125.01)²- (3124.99)² =5^x

    (9765687.5001)- (9765562.5001) =5^x

    125 =5^x

    5³ =5^x

    →x = 3

    Hope this will help

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