To multiply the expressions (3c) and (4e), you simply multiply the coefficients (3 and 4) and then combine the variables. This gives you (3 \times 4 = 12), so the result is (12ce).
The expression (9c \times 4e) represents the multiplication of two terms: (9c) and (4e). To multiply them, you multiply the coefficients (9 and 4) and then combine the variables. This results in (36ce). So, (9c \times 4e = 36ce).
To multiply the expressions (6c) and (4e), you simply multiply the coefficients (numbers) together and then combine the variables. This results in (6 \times 4 = 24), so (6c \times 4e = 24ce). Therefore, the final answer is (24ce).
d=3c
4,000,000 in Scientific Notation = 4 x 10^6 or 4e+6
9E-05x
4e+0 x 4e+0 x 4e+0 = 6.4e+1
3c x 8e = 24
3c^(2) -17c - 6 Factors to ( 3c + 1)(c - 6 ) NB When you apply FOIL to the bracketed terms. F ; 3c X c = 3c^(2) O ; 3c X -6 = -18c I ; 1 X c = c L ; 1 x -6 = -6 Collecting 'like' terms 3c^(2) - 18c + c - 6 3c^(2) - 17c - 6 ( As before).
if: f(x) = x3 - 4xe-2x Then: f'(x) = 3x2 - [ 4e-2x + 2(4x / -2x) ] = 3x2 - 4e-2x + 4
To multiply the expressions (6c) and (4e), you simply multiply the coefficients (numbers) together and then combine the variables. This results in (6 \times 4 = 24), so (6c \times 4e = 24ce). Therefore, the final answer is (24ce).
It is an algebraic expression that can be simplified to: 27ce
4e+0 x 6e+0 = 2.4e+1
d=3c
It is the same as: 21ce as an algebraic expression
4,000,000 in Scientific Notation = 4 x 10^6 or 4e+6
What does 4e-6 mean
The expression (3c \times 6e) can be simplified by multiplying the coefficients (3 and 6) and the variables together. This results in (18ce). Thus, (3c \times 6e = 18ce).