The expression for "three less than x" is ( x - 3 ), and the expression for "five more than twice x" is ( 2x + 5 ). The product of these two expressions can be represented as ( (x - 3)(2x + 5) ). Thus, the expression representing the product is ( (x - 3)(2x + 5) ).
The expression that represents 5 less than twice x is ( 2x - 5 ). Here, "twice x" is represented by ( 2x ), and subtracting 5 from it gives us the final expression.
The algebraic expression of the product of 5 and 2 more than a number can be represented as 5 * (x + 2), where x represents the unknown number. This expression simplifies to 5x + 10 when multiplied out. It is important to remember the order of operations in algebra, where multiplication takes precedence over addition.
The expression for "5 more than 12" is ( 12 + 5 ). This simplifies to ( 17 ).
5(a+b)-7
The expression for "three less than x" is ( x - 3 ), and the expression for "five more than twice x" is ( 2x + 5 ). The product of these two expressions can be represented as ( (x - 3)(2x + 5) ). Thus, the expression representing the product is ( (x - 3)(2x + 5) ).
The algebraic expression of the product of 5 and 2 more than a number can be represented as 5 * (x + 2), where x represents the unknown number. This expression simplifies to 5x + 10 when multiplied out. It is important to remember the order of operations in algebra, where multiplication takes precedence over addition.
To find 5 more than the opposite of y, you would first calculate the opposite of y by multiplying y by -1. Then, you would add 5 to that result. In mathematical terms, this can be represented as -y + 5. This expression represents the value that is 5 more than the opposite of y.
x + 5
5(a+b)-7
5 × d
5 > n
d + 5
As an expression it is: 5/y +14
If the number is represented by X, then '4 more than a number' is represented by (X+4).
The expression is: d+5
2t + 5