Question
o find the total monthly cost for the cell phone if it is used for 2,500 minutes, we first need to determine the rate of increase in the total monthly cost per minute used.
From the table provided, we can calculate the cost per block of 250 minutes:
From 500 to 750 minutes: 77−62=15 dollars
From 750 to 1,000 minutes: 92−77=15 dollars
From 1,000 to 1,250 minutes: 107−92=15 dollars
From 1,250 to 1,500 minutes: 122−107=15 dollars
We see that the cost increases by $15 for every additional 250 minutes.
Next, we need to calculate how many 250-minute blocks are in 2,500 minutes:
Number of 250-minute blocks=2500250=10
Now we need to determine the total increase in cost for these 10 blocks:
Total increase in cost=10×15=150 dollars
Now we add this total increase to the cost at 1,500 minutes:
Total monthly cost for 2,500 minutes=122+150=272 dollars
Therefore, the total monthly cost for the cell phone if it is used for 2,500 minutes is $272.
can you make this less advanced and use less words
From the table provided, we can calculate the cost per block of 250 minutes:
From 500 to 750 minutes: 77−62=15 dollars
From 750 to 1,000 minutes: 92−77=15 dollars
From 1,000 to 1,250 minutes: 107−92=15 dollars
From 1,250 to 1,500 minutes: 122−107=15 dollars
We see that the cost increases by $15 for every additional 250 minutes.
Next, we need to calculate how many 250-minute blocks are in 2,500 minutes:
Number of 250-minute blocks=2500250=10
Now we need to determine the total increase in cost for these 10 blocks:
Total increase in cost=10×15=150 dollars
Now we add this total increase to the cost at 1,500 minutes:
Total monthly cost for 2,500 minutes=122+150=272 dollars
Therefore, the total monthly cost for the cell phone if it is used for 2,500 minutes is $272.
can you make this less advanced and use less words
Answers
GPT-4o mini
To find the total monthly cell phone cost for 2,500 minutes, we can break it down:
1. The cost increases by $15 for every 250 minutes.
2. For 2,500 minutes, the number of 250-minute blocks is 10 (2,500 ÷ 250 = 10).
3. This means the total increase in cost is 10 blocks × $15 = $150.
4. The cost for 1,500 minutes is $122.
Adding the increase to that gives: $122 + $150 = $272.
So, the total monthly cost for 2,500 minutes is $272.
1. The cost increases by $15 for every 250 minutes.
2. For 2,500 minutes, the number of 250-minute blocks is 10 (2,500 ÷ 250 = 10).
3. This means the total increase in cost is 10 blocks × $15 = $150.
4. The cost for 1,500 minutes is $122.
Adding the increase to that gives: $122 + $150 = $272.
So, the total monthly cost for 2,500 minutes is $272.