Factors Of 168

The largest number in which the factors are 168 and 324?

Numbers 168 and 324, written based on their basic factors, are 168 = 2 3x3x7, 324 = 2 2x3 4

Another question: The smallest positive integer value of n, where 168n is multiplied by 324.

1. Find common basic factors. Both have 2 2 (since 2 2 is an element of 2 3) and 3. GCF is 2 2 * 3 = 12

2. Let's be a positive number. To have more than 168n 324, you need to multiply the number by 324 to get the answer.

168n = 324m

You can divide both sides by question 1 from GCF.

14n = 27m

14 and 27 do not have common factors. This means that the smallest number n that can be used to get a wle number is 27.

First of all ... you made a factor of 168 by mistake. It will be 2 * 2 * 2 * 3 * 7 and for 324 it should be ... 2 * 2 * 3 * 3 * 3 * 3.

And the answer to your first question is 2 * 2 * 3, then 12.

Second, the question impressed me. You will want to write it more clearly.

Thanks and I have none.

Choose similar terms. 2 2x3 = 12

I need another method, please.

Factors Of 168

The largest number in which the factors are 168 and 324? 3
Numbers 168 and 324, which are written as their primary factors, are 168 = 2 3x3x7, 324 = 2 2x3 4
Another question: the smallest positive numeric value of n, for 168n, multiplied by 324.
1. Find common basic factors. Both have 2 2 (since 2 2 is an element of 2 3) and 3. GCF is 2 2 * 3 = 12
2. Let me be a positive number. To multiply 168n by 324, you have to multiply the number by 324 to get the answer.
168n = 324m
You can divide both sides through GCF from question 1.
14n = 27m
14 and 27 do not have common factors. This means that the smallest number n that can be used to get a wle number is 27.

Factors Of 168

First ... you wronged 168. It will be 2 * 2 * 2 * 3 * 7. And for 324 it should be ... 2 * 2 * 3 * 3 * 3 * 3.

And if the answer to your first question is 2 * 2 * 3 then 12.

Second, the question caught my attention. You may want to spell it more clearly.

Thanks and I have none.