Drag the answers to match the inequality with the situation it represents.
t<28
t>28
t<29
t>29
[Last Question]
What situations?
A. Steve has no more than 28 toys, B.Tony is younger than 28 y/o,
C. Tian ran the race in under 28 seconds, D. The table is heavier than 29 kg, and E. The temperature is warmer than 28℉. [one answer is false]
One of your answers is wrong.
A. Steve has no more than 28 toys, that is <29
It could be exactly 28 but not more
B <28
C <28
D >29
E >28
You did not give the option of </=
less than or equal to
or that would be A
</= 28
In order to match the inequalities with the corresponding situations, we need to consider the relationship between "t" and the given numbers. Let's analyze each situation:
1. t < 28 (Situation 1): This inequality represents a scenario where "t" is less than 28. For example, if "t" represents someone's age, it means the age is less than 28.
2. t > 28 (Situation 2): This inequality represents a scenario where "t" is greater than 28. For instance, if "t" represents the temperature in degrees Celsius, it means the temperature is higher than 28 degrees Celsius.
3. t < 29 (Situation 3): This inequality represents a scenario where "t" is less than 29. For instance, if "t" represents the number of hours slept, it means the person slept less than 29 hours.
4. t > 29 (Situation 4): This inequality represents a scenario where "t" is greater than 29. For example, if "t" represents the speed in miles per hour, it means the speed is higher than 29 miles per hour.
Now that we understand the meanings of each inequality, we can match them with the corresponding situations:
t < 28 - Situation 1
t > 28 - Situation 4
t < 29 - Situation 2
t > 29 - Situation 3
[Last Question]