(4×10^7) ×(6×10^-5)/8×10^4 plzzz solveee
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Given "(4×10^7) ×(6×10^-5)/8×10^4 "
We know that
[ x ^(-n) = 1 / x^n]
apply this formula
(4×10^7) ×(6×10^-5) / 8×10^4
((4 × 10^7 ) × (6/10^5)) / 8 × 10^4
We know that [x^n /x^m = x ^ (n - m)
Applying this formula
[(4(10 ^(7-2))/6 ] / [8 × 10^4]
[(4(10 ^5 /6 ] / [8 × 10^4]
4 and 6 with 2..
[(2(10 ^5 /3 ] / [8 × 10^4]
[(2(10^(5-4))/ 3] / [ 8]
[(2(10^ (1) / 3] / [ 8]
[(2(10/ 3] / [ 8]
[20/3] / [8]
[20 ] / [3(8)]
20 / 24
dividing numerator and denominator with 4..
5/6 .....is the answer...
We know that
[ x ^(-n) = 1 / x^n]
apply this formula
(4×10^7) ×(6×10^-5) / 8×10^4
((4 × 10^7 ) × (6/10^5)) / 8 × 10^4
We know that [x^n /x^m = x ^ (n - m)
Applying this formula
[(4(10 ^(7-2))/6 ] / [8 × 10^4]
[(4(10 ^5 /6 ] / [8 × 10^4]
4 and 6 with 2..
[(2(10 ^5 /3 ] / [8 × 10^4]
[(2(10^(5-4))/ 3] / [ 8]
[(2(10^ (1) / 3] / [ 8]
[(2(10/ 3] / [ 8]
[20/3] / [8]
[20 ] / [3(8)]
20 / 24
dividing numerator and denominator with 4..
5/6 .....is the answer...
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