42
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).
In the expression 5x + 3, the coefficient is 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).
In the expression (10x^2 - 7), the coefficient is the numerical factor that multiplies the variable. Here, the coefficient of (x^2) is 10, while the term -7 is a constant and does not have a variable associated with it. Thus, the coefficient in this expression is 10.
To determine if the coefficient of (s) is 3, you need to examine a specific equation or expression where (s) is present. The coefficient is the numerical factor that multiplies the variable (s). If the expression is, for example, (3s), then yes, the coefficient of (s) is indeed 3. However, if the expression is different, you would need to identify the coefficient accordingly.
42 and 2c such that they are separated by a addition sign. Now, the term 2c is a variable term such that it is obtained when 2 is multiplied with the variable c. Hence, 2 is the coefficient of the expression.
It is 9
4b - 2c is an expression, which is equal to 2(2b - c)
In the expression 5x + 3, the coefficient is 5.
The coefficient is 5.
The coefficient in an expression is the multiplier of the variable in the equation. Here, the coefficient would be 6.
6 is the coefficient of n in this expression.
The coefficient of the term -2c3 is -2
It is the coefficient of the highest power of the variable in an expression.
The expression is 5d+2c and the unknown variables are d and c
In the expression (10x^2 - 7), the coefficient is the numerical factor that multiplies the variable. Here, the coefficient of (x^2) is 10, while the term -7 is a constant and does not have a variable associated with it. Thus, the coefficient in this expression is 10.
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).