The cost $$ C $$ of a mobile data plan depends on how many gigabits $$ g $$ of data is used. The cost can be found by evaluating the following piecewise function. $$ C(g)=\left\{\begin{array}{ll}15 & ext { if } 0

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The cost $$ C $$ of a mobile data plan depends on how many gigabits $$ g $$ of data is used. The cost can be found by evaluating the following piecewise function. $$ C(g)=\left\{\begin{array}{ll}15 & 	ext { if } 0

UpStudy AI · Accepted Answer

1. For $$ g = 1 $$:
   - Since $$ 0 < 1 < 2 $$, we use the first part of the piecewise function.
   - Therefore, $$ C(1) = 15 $$ dollars.

2. For $$ g = 6 $$:
   - Since $$ 6 \geq 2 $$, we use the second part of the piecewise function.
   - We evaluate:
     $$
     C(6) = 5(6) + 5 = 30 + 5 = 35
     $$
   - Therefore, $$ C(6) = 35 $$ dollars.
$$ C(1) = 15 $$ dollars and $$ C(6) = 35 $$ dollars.

The cost of a mobile data plan depends on how many gigabits of data is used. The cost can be
found by evaluating the following piecewise function.

The cost of using 1 GB of data would be dollars.
The cost of using 6 GB of data would be dollars.

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The cost of a mobile data plan depends on how many gigabits of data is used. The cost can be found by evaluating the following piecewise function. The cost of using 1 GB of data would be dollars. The cost of using 6 GB of data would be dollars.