27ce
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).
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).
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
9c times 5e = 45ce simplified
27ce
It is 63ce.
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).
4e+0 x 6e+0 = 2.4e+1
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).
9C = 234
To multiply 9c by 9e, you multiply the coefficients (9 and 9) and then multiply the variables (c and e). This results in ( 81 ) for the coefficients and ( ce ) for the variables. Therefore, ( 9c \times 9e = 81ce ).
-6(a-3b-9c)
18 degrees, C