M < 90
2,047-v
6k-14
It is: 5k-7
The expression is: ab-18
The algebraic expression for "65 less than j" can be represented as j - 65. This expression indicates that you are subtracting 65 from the variable j. It is important to note the order of subtraction in algebraic expressions to ensure accuracy in calculations.
To write the algebraic expression for "2 less than a number," first define the number as a variable, commonly ( x ). The phrase "2 less than" indicates subtraction, so the expression would be ( x - 2 ). Therefore, the algebraic expression is ( x - 2 ).
m - 12
x - 10
To write the algebraic expression for "7 less than n," you would subtract 7 from n. This can be expressed as ( n - 7 ). The phrase indicates that you take the value of n and decrease it by 7.
To write an algebraic expression for "five less than the product of two and a number," let the variable ( x ) represent the number. The product of two and the number can be expressed as ( 2x ). Therefore, five less than this product is represented by the expression ( 2x - 5 ).
As an algebraic expression it is: k-3
2,047-v
15.x-12
6k-14
To write an algebraic expression for "32 less than the product of 9 and g," first express the product of 9 and g as ( 9g ). Then, to indicate "32 less than" this product, you subtract 32 from it. The final expression is ( 9g - 32 ).
Hans earned 20 less than ericka algebraic expression
12-3/4x