1, 2, 4, 8, m
8m(4 + 7p)
Common monomial factors are the shared factors in a group of terms. Five examples include: 1) (2x) in the terms (2x^2) and (4x); 2) (3y) in (6y^3) and (9y^2); 3) (5z^2) in (10z^3) and (15z^2); 4) (a) in (3a^2b) and (5ab^2); and 5) (4m^2n) in (8m^3n^2) and (12m^2n). These factors can be factored out when simplifying expressions.
m2 + 8m - 65 = (m + 13) (m - 5)
8.04 m - 5.80 m = 2.24 m or 2m 24 cm
Factors of 1451529145Prime factors of 145529
5m−3+8m =5m+−3+8m Combine Like Terms: =5m+−3+8m =(5m+8m)+(−3) =13m+(−3)
8m + (4n - 6m) + 9n =8m + 4n - 6m + 9n =(8m - 6m) + (4n + 9n) =2m + 13n
d=n+8m
8m-48
24am - 9an + 40bm - 15bn = 3a*(8m - 3n) + 5b*(8m - 3n) = (3a + 5b)*(8m - 3n)
1km = 1000m, so 8m = 0.008km
Isn't it the sum of all sides? 8m+8m+3m+3m = 22m
It cannot be simplified any further so it is: 8m + 10
8m + 7 = -98m = -16m = -2
If: 8m = 32m+96 Then: m = -4
8m*5m=40 m2 The area of the rectangle is 40m2
If you mean an area measuring 3m x 8m, the answer is 22m !