Let X represent the number of sessions Andre still needs to practice.
Total time Andre has already practiced = 2 hours
Total time Andre wants to practice = 9 hours
Each session Andre practices for 2/3 of an hour.
To find the total time Andre still needs to practice, we can subtract the time he already practiced from his goal:
(Time Andre wants to practice) - (Time Andre already practiced) ≥ (Time Andre still needs to practice)
9 - 2 ≥ (X × 2/3)
7 ≥ 2X/3
Multiply both sides by 3:
3 * 7 ≥ 2X
21 ≥ 2X
Therefore, Andre still needs to practice at least 11 sessions in order to reach or surpass his goal.
Writing inequality to represent real word solution. Andre wants to practice the piano nine hours a week each time he practices he practices for 2/3 of an hour if he has already practiced two hours this week how many sessions X does he still need to practice to reach or surpass his goal
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