How many times greater is 1, point, 4, 7, 4, times, 10, to the power minus 41.474×10 −4 than 6, point, 7, times, 10, to the power minus 86.7×10 −8 ? Express your answer using either standard notation
Question
How many times greater is 1, point, 4, 7, 4, times, 10, to the power minus 41.474×10 −4 than 6, point, 7, times, 10, to the power minus 86.7×10 −8 ? Express your answer using either standard notation
Solution
The question seems to be a bit confusing, but I'll try to interpret it as best as I can.
First, let's break down the numbers:
- 1.474 x 10^-41
- 6.7 x 10^-86
To find out how many times greater the first number is than the second, we simply divide the first number by the second number.
So, (1.474 x 10^-41) / (6.7 x 10^-86)
This is equivalent to (1.474/6.7) x 10^(-41+86)
To simplify further, we can calculate the decimal division and the exponent addition:
= 0.22 x 10^45
So, the first number is approximately 0.22 x 10^45 times greater than the second number.
Please note that this is a very rough approximation and the actual number may vary depending on the exact values of the numbers.
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