A machine used to make badges costs $150. It costs $2 to make each badge. Part A: Write a function to show the total cost f(n) of making n badges. (4 points) Part B: What is the total cost of making 20 badges? (4 points) Part C: If the cost of the machine was $20 more, what would be the cost of making 7 badges? (2 points) Can anyone help? please
A. 150+2n you have a set amount of 150 for the machine and then plug the number of badges,n, each costing 2
i am still a little confused
How much does it cost to make 1 badge?
$2.00 to make each badge
So to make 2 badges is $2.00(2) So to make 3 badges is $2.00(3) So to make 4 badges is $2.00(4) How much to make n badges?
14 am i right?
So to make 2 badges is $2.00(2) So to make 3 badges is $2.00(3) So to make 4 badges is $2.00(4) So to make n badges is $2.00n
ok?
im still confused i know that to make a badge it cost $2.00
Maybe you are confused by the letter n. Let's use the letter x. If it cost $2 for one badge, how much for 2 badges?
$4.00
How much for 3 badges?
$6.00
How much for 8 badges?
$16.00
How much for 13 badges?
$26.00
How much for x badges?
x badges cost 2x
y badges cost 2y
z badges cost 2z
a badges cost 2a
b badges cost 2b
so x=2?
c badges cost 2c
d badges cost 2d
Let's say you babysit and earn 5 dollars per hour. How much would you earn if you worked x hours?
but i still dont know x
That is exactly the point. x represents an unknown number. But however many hours it is, it must be multiplied by 5 to find how much the people owe you for watching their little brat.
haha so i need to answer three parts of the question
It is the same with the badges. You don't know how many badges are going to be made but you know that each one costs 2 dollars. So for an unknown number of badges ...let's say for n badges...it will cost 2n to make them plus the cost of the machine.
ok i get that
so to make n badges, it costs 150+2n
yes
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