Question

There are two cell phone companies that offer different packages. Company A charges a monthly service fee of $35 plus $0.07/min talk-time. Company B charges a monthly service fee of $46 plus $0.06/min talk-time. The model for Company A can be written as $A = \boxed{\phantom{0.00}}$ The model for Company B can be written as $B = \boxed{\phantom{0.00}}$ If the average number of minutes used each month is 1,038, how much does this cost for each Company? Company A cost would be $\$$ Company B cost would be $\$$

          There are two cell phone companies that offer different packages. Company A charges a monthly service fee of $35 plus $0.07/min talk-time. Company B charges a monthly service fee of $46 plus $0.06/min talk-time.

The model for Company A can be written as $A = \boxed{\phantom{0.00}}$
The model for Company B can be written as $B = \boxed{\phantom{0.00}}$

If the average number of minutes used each month is 1,038, how much does this cost for each Company?

Company A cost would be $\$$
Company B cost would be $\$$

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there are two cell phone companies that offer different packages company a charges a monthly service fee of 35 plus 007min talk time company b charges a monthly service fee of 46 plus 006min 90417

Added by George S.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

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Solved by Expert Zack A

09/18/2023

Step 1

For Company A, the monthly service fee is $35 and the talk-time charge is $0.07 per minute. So, the model for Company A can be written as $A = 35 + 0.07x$. For Company B, the monthly service fee is $46 and the talk-time charge is $0.06 per minute. So, the model Show more…

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There are two cell phone companies that offer different packages. Company A charges a monthly service fee of $35 plus $0.07/min talk-time. Company B charges a monthly service fee of $46 plus $0.06/min talk-time. The model for Company A can be written as $A = \boxed{\phantom{0.00}}$ The model for Company B can be written as $B = \boxed{\phantom{0.00}}$ If the average number of minutes used each month is 1,038, how much does this cost for each Company? Company A cost would be $\$$ Company B cost would be $\$$

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