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Answer :
Sure! Let's solve the problem step-by-step.
The question tells us that Morgan had between [tex]$62 and $[/tex]88. We want to express this situation using an inequality.
1. Identify the variables and range:
- We are using [tex]\( d \)[/tex] to represent the amount of dollars Morgan had.
- The problem states that the amount of money is between [tex]$62 and $[/tex]88.
2. Set up the inequality:
- Since Morgan had at least [tex]$62, we can say \( d \geq 62 \).
- Since Morgan had at most $[/tex]88, we can say [tex]\( d \leq 88 \)[/tex].
3. Combine both conditions:
- Combining the two inequalities, we have:
[tex]\[
62 \leq d \leq 88
\][/tex]
This inequality [tex]\( 62 \leq d \leq 88 \)[/tex] represents the situation where Morgan's amount of money is at least [tex]$62 and at most $[/tex]88.
The question tells us that Morgan had between [tex]$62 and $[/tex]88. We want to express this situation using an inequality.
1. Identify the variables and range:
- We are using [tex]\( d \)[/tex] to represent the amount of dollars Morgan had.
- The problem states that the amount of money is between [tex]$62 and $[/tex]88.
2. Set up the inequality:
- Since Morgan had at least [tex]$62, we can say \( d \geq 62 \).
- Since Morgan had at most $[/tex]88, we can say [tex]\( d \leq 88 \)[/tex].
3. Combine both conditions:
- Combining the two inequalities, we have:
[tex]\[
62 \leq d \leq 88
\][/tex]
This inequality [tex]\( 62 \leq d \leq 88 \)[/tex] represents the situation where Morgan's amount of money is at least [tex]$62 and at most $[/tex]88.
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Rewritten by : Barada
