It is an expression that can be simplified to: 32ce
3c x 8e = 24
32ce
2e+0 x 2e+0 x 2e+0 = 8e+0
When c = -3 then 4c + 5c - 2 = [4 x -3] + [5 x -3] - 2 = -12 +(-15) - 2 = -12 -15 -2 = -29
1st:-4c- 11- 4c=4c+12- 4c2nd:-8c- 11+ 11=21+ 113rd:-8c/-8+ 32/-8c=-4
3c x 8e = 24
32ce
The solution to this equation can not be determined
To simplify the expression (6d + 8e + 11d + 8e), combine like terms. First, add the (d) terms: (6d + 11d = 17d). Then, combine the (e) terms: (8e + 8e = 16e). Therefore, the final answer is (17d + 16e).
2e+0 x 2e+0 x 2e+0 = 8e+0
The given expression is the same as: 20ce
To multiply the terms (4c) and (9e), simply multiply the coefficients (4 and 9) and then multiply the variables. This results in (4 \times 9 = 36), so the expression becomes (36ce). Thus, (4c \times 9e = 36ce).
When c = -3 then 4c + 5c - 2 = [4 x -3] + [5 x -3] - 2 = -12 +(-15) - 2 = -12 -15 -2 = -29
example : 4x + 5b - x + 10c -4c the x's are like terms the c's are like terms
12de2 and 8e Looks like 4e is common to both.
To multiply the two expressions, you can multiply the coefficients and the variables separately. Thus, ( 4c \times 7e = (4 \times 7)(c \times e) = 28ce ). The result is ( 28ce ).
1st:-4c- 11- 4c=4c+12- 4c2nd:-8c- 11+ 11=21+ 113rd:-8c/-8+ 32/-8c=-4