Solve the inequality 4x > 10 which of the following graphs, shows the solution
The given inequality is 4x > 10.
We can solve this inequality algebraically by dividing both sides by 4, giving us x > 10/4 or x > 2.5.
Graphically, this inequality represents all values of x that are greater than 2.5. Therefore, the graph that shows the solution is the one that represents all the values to the right of x = 2.5.
Among the given graphs, the one that shows the solution is graph A, where it represents all the values to the right of x = 2.5.