How many times is 5 × 10^6 larger than 5 × 10^4? Answer: _____ times

To determine how many times ( 5 times 10^6 ) is larger than ( 5 times 10^4 ), we can set up the comparison:

1. Start by dividing the two values:

[

frac{5 times 10^6}{5 times 10^4}

]

2. The ( 5 ) in the numerator and denominator cancels out:

[

frac{10^6}{10^4}

]

3. Using the properties of exponents, we subtract the exponents:

[

10^{6-4} = 10^2

]

4. Therefore, ( 10^2 = 100 ).

Thus, ( 5 times 10^6 ) is 100 times larger than ( 5 times 10^4 ).

Answer: 100 times