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What is the difference between 8 times a number and -6 times a number What is the algebraic expression?

14


What is the algebraic expression for the difference between seven times a number and three times that number?

7/ 3/


What is a verbal expression for 3x-4?

7


What is the expression for the difference of five times a number and twice that number?

|5n - 2n|


What is the difference between three times a number and six?

The difference between three times a number and six can be expressed mathematically as (3x - 6), where (x) represents the number. This expression shows that you first multiply the number by three and then subtract six from the result. Essentially, it's comparing a scaled version of the number to a fixed value of six.


What is the expression for The difference between four times a number and three times that number?

The expression would be abs(4n - 3n) where (4n - 3n) could be simplified to 1n or n. When n is positive, the result is n when n is negative, the result is -n (which will be positive).


The difference between three times a number and one?

The difference between three times a number and one is two times the number.


What is The difference between five times a number and twice that number?

The difference between five times a number and twice that number can be expressed mathematically. If we let the number be represented by ( x ), then five times the number is ( 5x ) and twice that number is ( 2x ). The difference is calculated as ( 5x - 2x ), which simplifies to ( 3x ). Thus, the difference is three times the original number.


What best describes the algebraic expression 13x-4?

The difference of thirteen times a number and four.


What is the difference between verbal expression and mathematical expression?

Four times X plus 3 equals seven. 4X + 3 = 7 That!


The difference between 7 times a number and -8 times a number?

15


What represents three times the difference between t and y?

Three times the difference between ( t ) and ( y ) can be represented mathematically as ( 3(t - y) ). This expression indicates that you first find the difference between ( t ) and ( y ), then multiply that result by three.