279-125=x
154=x
125 - x.
Sure! Here is a word problem that can be represented by the algebraic expression y - 95: "Sarah had y dollars in her savings account. She spent $95 on a new dress. Write an expression to represent how much money she has left in her account." If y equals 125, we can evaluate the expression y - 95 by substituting y with 125: 125 - 95 = 30 Therefore, Sarah has $30 left in her savings account after buying the dress.
If you mean 5x^2 -125 then it is 5(x^2 -25) when factored
It is: 5^3 = 125
true
You can write the expression for 279 minus 125 in numeral form as ( 279 - 125 ). In algebraic terms, you can represent it as ( x - y ), where ( x = 279 ) and ( y = 125 ). Both forms convey the same mathematical operation of subtraction.
125 - x.
(x - 5)(x^2 + 5x + 25)
125
10.5 kilograms minus 125 grams = -114.5
Sure! Here is a word problem that can be represented by the algebraic expression y - 95: "Sarah had y dollars in her savings account. She spent $95 on a new dress. Write an expression to represent how much money she has left in her account." If y equals 125, we can evaluate the expression y - 95 by substituting y with 125: 125 - 95 = 30 Therefore, Sarah has $30 left in her savings account after buying the dress.
125 - 87 = 38
279 - 125 = 154
125 - 30 = 95
415 - 125 = 290
400 - 125 = 275
220 - 125 = 95