1/2x > -3
I do not understand how to solve
Is the left side x/2 or 1/(2x) ?
1/2x > -3
Multiply both sides by 2x
2x (1/2x) > -3 (2x)
1> -6x
Multiply both sides by -1
The sign will change when you multiply by a negatice number.
-1 < 6x
Divide both sides by 6
-1/6 < x
-
aNS : Lower limit (-1/6)
and upper limit infinity
ie (-1/6, infinity) is the Ans:
Could not locate/ put the inifinite sign
Hope this helps!
To solve the inequality 1/2x > -3, you can follow these steps:
Step 1: Multiply both sides of the inequality by 2 to eliminate the fraction:
(2) * (1/2x) > (2) * (-3)
Simplifying:
1x > -6
Step 2: The inequality is now x > -6. This means that any value of x that is greater than -6 will satisfy the inequality.
So, the solution to the inequality 1/2x > -3 is x > -6.