It can be simplified to: 4m-2n
When dividing 4m by m, you are essentially dividing 4 by 1 (since m divided by m equals 1). Therefore, the result of 4m divided by m is 4.
The greatest common factor (GCF) of 2mn and 4m^2n^2 can be found by breaking down each term into its prime factors. For 2mn, the prime factors are 2, m, and n. For 4m^2n^2, the prime factors are 2, 2, m, m, n, and n. The GCF is the product of the common prime factors raised to the lowest power they appear in both terms, which in this case is 2mn. Therefore, the GCF of 2mn and 4m^2n^2 is 2mn.
The two monomials with a greatest common factor of 4M would be 4M and another monomial that includes 4M as a factor. For example, 4M and 12M would have a greatest common factor of 4M. This is because both 4M and 12M can be divided by 4M without a remainder. The greatest common factor represents the largest monomial that can divide evenly into both monomials.
50/2n
2n + 4m - 2n + m = 5m
It can be simplified to: 9m-2n
It can be simplified to: 4m-2n
When dividing 4m by m, you are essentially dividing 4 by 1 (since m divided by m equals 1). Therefore, the result of 4m divided by m is 4.
2n2 / n = 2n
0.9
The greatest common factor (GCF) of 2mn and 4m^2n^2 can be found by breaking down each term into its prime factors. For 2mn, the prime factors are 2, m, and n. For 4m^2n^2, the prime factors are 2, 2, m, m, n, and n. The GCF is the product of the common prime factors raised to the lowest power they appear in both terms, which in this case is 2mn. Therefore, the GCF of 2mn and 4m^2n^2 is 2mn.
They are 1, 2, 4, m, 2m, 4m, n, 2n, 4n, mn, 2mn and 4mn.
5
The two monomials with a greatest common factor of 4M would be 4M and another monomial that includes 4M as a factor. For example, 4M and 12M would have a greatest common factor of 4M. This is because both 4M and 12M can be divided by 4M without a remainder. The greatest common factor represents the largest monomial that can divide evenly into both monomials.
2n/3 = 4 2n = 3*4 2n = 12 n = 6 :)
50/2n