4c+1-5+2c = 6c-4.
To simplify the expression (4c + 1 - (5 - 2c)), first distribute the negative sign: (4c + 1 - 5 + 2c). Next, combine like terms: (4c + 2c + 1 - 5 = 6c - 4). Thus, the simplified expression is (6c - 4).
To evaluate the expression (4c , 1 - (5 , 2c)), we first need to clarify the notation. Assuming (c) represents a variable and (n , k) represents the binomial coefficient "n choose k," we have (4c , 1 = 4) and (5 , 2c = 10). Therefore, the expression simplifies to (4 - 10), which equals (-6).
8c + 5 = 4c - 11Subtract 4c from each side:4c + 5 = -11Subtract 5 from each side:4c = -16Divide each side by 4:c = -4
24c2 + 96c + 90 = 6*(4c2 + 16c + 15) = 6*(2c + 3)*(2c + 5)
5
To simplify the expression (4c + 1 - (5 - 2c)), first distribute the negative sign: (4c + 1 - 5 + 2c). Next, combine like terms: (4c + 2c + 1 - 5 = 6c - 4). Thus, the simplified expression is (6c - 4).
8c2-26c+15 8c2-6c-20c+15 2c(4c-3)+5(-4c+3) (2c-5)(4c-3)
To evaluate the expression (4c , 1 - (5 , 2c)), we first need to clarify the notation. Assuming (c) represents a variable and (n , k) represents the binomial coefficient "n choose k," we have (4c , 1 = 4) and (5 , 2c = 10). Therefore, the expression simplifies to (4 - 10), which equals (-6).
8c + 5 = 4c - 11Subtract 4c from each side:4c + 5 = -11Subtract 5 from each side:4c = -16Divide each side by 4:c = -4
2c + 4 - 3c = -9 + c + 5 -c + 4 = c - 4 -2c = -8 2c = 8 c = 4
20+40c is the answer.
24c2 + 96c + 90 = 6*(4c2 + 16c + 15) = 6*(2c + 3)*(2c + 5)
-((3c - 4)(3c + 4)(2c - 5)(2c + 5))
14c+33-10c=5 4c+33=5 4c=-28 c=-7
5
It depends on the value of c. If c = 0 then 0-0+5 = 5 If c = 1 then 1-2+5 = 4 If c = 2 then 4-4+5 = 5 and so on.
2c-10