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).
9c + 1/6
To simplify the expression ( 7c \times 9e ), you multiply the coefficients (7 and 9) and then combine the variables. The multiplication gives you ( 63 ), and when combining the variables ( c ) and ( e ), you get ( ce ). Thus, the simplified expression is ( 63ce ).
The expression (10c - c) simplifies to (9c). This is done by combining like terms, where (10c) represents ten times a variable (c) and subtracting (c) (which is equivalent to (1c)). Therefore, the result is (9c).
5de+9e+7d+10e=5de+7d+19e
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 ).
9c times 5e = 45ce simplified
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).
It is simply: 9c which means 9 times c
It is an algebraic expression that can be simplified to: 27ce
A collection of algebraic terms
9c + 1/6
9C = 234
To simplify the expression ( 7c \times 9e ), you multiply the coefficients (7 and 9) and then combine the variables. The multiplication gives you ( 63 ), and when combining the variables ( c ) and ( e ), you get ( ce ). Thus, the simplified expression is ( 63ce ).
-6(a-3b-9c)
18 degrees, C
5de+9e+7d+10e=5de+7d+19e