Question

Please solve the above question ​

Answer 1

Answer:

Part A)

• $C(t)=25+8t$

Part B)

• $C(35)=\ 305$

Step-by-step explanation:

We will let t represent the total number of t-shirts printed.

We are charged an initial fee of $25. \:So,\: for \:our \:linear \:model,\: our\: constant\: is 25. And each t-shirt printed costs an additional $8. So, for t t-shirts, it will cost an additional 8t dollars.

Part A)

So, from the above information, we can write the following function:

$C(t)=25+8t$

Where C(t) is the total cost for t shirts.

The 25 represents our initial fee and the 8t represents the cost for t t-shirts.

Part B)

So, if we have a team of 35 members, we will need 35 t-shirts.

Then the total cost will be given by:

$\begin{aligned}C(35)&=25+8(35)\\&=25+280\\&=\ 305\end{aligned}$

So, it will cost a total of $305.

Answer 2

Answer:

Part A)

C(t)=25+8tC(t)=25+8t

Part B)

C(35)=\$305C(35)=$305

Step-by-step explanation:

We will let t represent the total number of t-shirts printed.

We are charged an initial fee of 25. So, for our linear model, our constant is 25. And each t-shirt printed costs an additional 25.So,forourlinearmodel,ourconstantis25.Andeacht−shirtprintedcostsanadditional8. So, for t t-shirts, it will cost an additional 8t dollars.

Part A)

So, from the above information, we can write the following function:

C(t)=25+8tC(t)=25+8t

Where C(t) is the total cost for t shirts.

The 25 represents our initial fee and the 8t represents the cost for t t-shirts.

Part B)

So, if we have a team of 35 members, we will need 35 t-shirts.

Then the total cost will be given by:

C(35)&=25+8(35)\\&=25+280\\&=\$305

C(35)

=25+8(35)

=25+280

=$305

So, it will cost a total of $305.

Step-by-step explanation:

hope it helps you