how many times is 4 times 10^4 larger than 2 times 10^2
To find out how many times 4 times 10^4 is larger than 2 times 10^2, we need to divide the two values.
(4 times 10^4) / (2 times 10^2)
First, let's simplify the numerator:
4 times 10^4 = 4 * 10,000 = 40,000
Similarly, let's simplify the denominator:
2 times 10^2 = 2 * 100 = 200
Now we can calculate the ratio:
40,000 / 200 = 200
Therefore, 4 times 10^4 is 200 times larger than 2 times 10^2.
To determine how many times 4 times 10^4 is larger than 2 times 10^2, we need to divide the first value by the second value.
First, let's calculate 4 times 10^4:
4 * 10^4 = 4 * 10,000 = 40,000
Next, let's calculate 2 times 10^2:
2 * 10^2 = 2 * 100 = 200
To find how many times 40,000 is larger than 200, we divide the first value (40,000) by the second value (200):
40,000 / 200 = 200
So, 4 times 10^4 is 200 times larger than 2 times 10^2.
To determine how many times one quantity is larger than another quantity, you can divide the two quantities. In this case, you want to find out how many times 4 times 10^4 is larger than 2 times 10^2.
Step 1: Calculate the first quantity, 4 times 10^4.
4 times 10^4 = 4 * 10,000 = 40,000
Step 2: Calculate the second quantity, 2 times 10^2.
2 times 10^2 = 2 * 100 = 200
Step 3: Divide the first quantity by the second quantity to find out how many times the first quantity is larger:
40,000 / 200 = 200
Therefore, 4 times 10^4 is 200 times larger than 2 times 10^2.