To solve this expression, we can first simplify the numbers raised to powers:
2×5^22 = 2 x 25^11
9×5^21 = 9 x 25^10
Now we substitute these values back into the expression:
(2 x 25^11 - 9 x 25^10) / 25^15
Since all the terms are in terms of 25 raised to various powers, we can simplify:
(2 x 25^11 - 9 x 25^10) / 25^15 = (2 - 9/25) / 25^4
Now simplify further:
= (2 - 0.36) / 25^4
= (1.64) / 390625
= 0.0000041951
Therefore, the solution to the expression is 0.0000041951.
To solve this expression, we can first simplify the numbers raised to powers:
2×5^22 = 2 x 25^11
9×5^21 = 9 x 25^10
Now we substitute these values back into the expression:
(2 x 25^11 - 9 x 25^10) / 25^15
Since all the terms are in terms of 25 raised to various powers, we can simplify:
(2 x 25^11 - 9 x 25^10) / 25^15 = (2 - 9/25) / 25^4
Now simplify further:
= (2 - 0.36) / 25^4
= (1.64) / 390625
= 0.0000041951
Therefore, the solution to the expression is 0.0000041951.