Solved on Nov 27, 2023

Solve 3x=123x=12. How does the solution relate to 3x123x \geq 12? The solution is \square. The solutions of 3x123x \geq 12 are all values ?\geq ?.

STEP 1

Assumptions1. The equation to solve is 3x=123x =12 . The inequality to solve is 3x123x \geq12

STEP 2

To solve for xx in the equation x=12x =12, we need to isolate xx. We can do this by dividing both sides of the equation by.
x=12x = \frac{12}{}

STEP 3

Now, calculate the value of xx.
x=123=x = \frac{12}{3} =

STEP 4

Now, let's solve the inequality 3x123x \geq12. To isolate xx, we divide both sides of the inequality by3.
x123x \geq \frac{12}{3}

STEP 5

Calculate the value for xx in the inequality.
x123=4x \geq \frac{12}{3} =4The solution of 3x=123x =12 is 44. The solutions of 3x123x \geq12 are all the values greater than or equal to 44.

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