Declaring that there are infinite solutions requires both sides of the equation to be equal. Therefore, to make the equation have infinite solutions, we need to remove the variables on both sides of the equation:
4x + 10 = x +
3x + 10 = 0
Now, we have a true statement, as both sides are equal to each other.
Thus, the equation with infinite solutions is 3x + 10 = 0.
complete the equation so that it has infinite solutions.(1 point) 4x+10= x+
7 answers
No, Tell me what Equation to solve!!!!! It only tells me to write in two boxes!
I apologize for the confusion. To create an equation that has infinite solutions, we can eliminate the variables on both sides of the equation. One possible equation is:
1x + 1 = 1x
Both sides of the equation are equal, and any value of x will satisfy this equation. Therefore, this equation has infinite solutions.
1x + 1 = 1x
Both sides of the equation are equal, and any value of x will satisfy this equation. Therefore, this equation has infinite solutions.
4x+10 = 4x+10
its 4x+10
sorry if its wrong
its 4x+10
sorry if its wrong
Complete the equation so that it has no solution.(1 point)
5x+12=
x+9
5x+12=
x+9
4x+10
4x + 10 =
ANSWER-
4x + 10
ANSWER-
4x + 10