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Here we have two lengths of two different plant cells.
Length of Plant Cell A (m) | Length of Plant Cell B (m) |
---|---|
8 * 10^(- 5) | 0.000004 |
We want to decide how many times greater is the length of plant cell A than the length of plant cell B. To do this, we first need to rewrite the plant cell B's length.
0.000004 For that, we will rewrite the number as its greatest place value times a power of 10. To find the exponent, we need to count the zeros in the number. .000004 We see that there are 6 zeros. Now, recall how the sign of the exponent changes for different numbers.
Numbers Greater Than 1 | Numbers Less Than 1 |
---|---|
positive (+) | negative (-) |
Since 0.000004 is less than 1, the exponent is negative. This means that the exponent of 10 is - 6. We now have everything we need to rewrite our number. 0.000004 = 4 * 10^(- 6) The length of plant cell B is 4 * 10^(- 6) meters.
Now, we want to find how many times greater the length of plant cell A is than the length of plant cell B. Let's review what we have found so far.
Length of Plant Cell A (m) | Length of Plant Cell B (m) |
---|---|
8 * 10^(- 5) | 4 * 10^(- 6) |
Write as a product of fractions
a^m/a^n= a^(m-n)
a-(- b)=a+b
Add terms
a^1=a
a/c* b = a* b/c
Multiply
Calculate quotient