00 × 32 = n
100 × 320 = 32,000
100 × 3,200 = 320,000
Solve for "n" above to complete the pattern of numbers.
n = 32,000
To solve for "n," we can use the pattern we observed:
00 × 32 = n
100 × 320 = 32,000
100 × 3,200 = 320,000
If we observe the pattern, we can see that each time we are multiplying the first number by 10 and the second number by 100. So, we can continue the pattern to find the value of "n":
100 × 32 = 3,200
Therefore, the value of "n" is 3,200.
To complete the pattern of numbers, we can observe that each time we multiply the first factor by 100, the second factor gets multiplied by 10.
In the given examples, we have:
00 × 32 = n
100 × 320 = 32,000
100 × 3,200 = 320,000
So, to find the value of "n," we need to multiply the first factor by 100 and the second factor by 10.
Therefore, we can multiply 00 by 100 to get 0 and multiply 32 by 10 to get 320.
Hence, the value of "n" is 0 × 320 = 0, completing the pattern of numbers.