510 ⋅ 5^(-6) is equal to 1/510 ⋅ 1/5^6.
1/510 is approximately equal to 0.0019608.
1/5^6 is equal to 1/15625, which is approximately equal to 0.000064.
Therefore, 510 ⋅ 5^(-6) is approximately equal to 0.0019608 ⋅ 0.000064.
Simplifying this expression, 0.0019608 ⋅ 0.000064 is equal to 0.0000001251712.
So, the numerical equivalent of 510 ⋅ 5^(-6) is 0.0000001251712.
Find the numerical equivalent of
510 ⋅ 5−6
The answer should not contain any exponent expression or decimals.
(1 point)
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