I will determine the domain later
Hey there! Hello!
For the first problem, all you need to do is plug in the given values into your function, m(x) = 13.50x.
m(300) = 13.50(300)
m(300) = 4,050
m(352) = 13.50(352)
m(352) = 4,752
You can solve the third on your own referencing the work I did for the first two above.
For the second problem, if you're not able to using graphing software, you can just solve the given function <span>c(x) = 10x+50 for one shirt, two shirts, three shirts, etc. Then, you can graph these points and extend the line that you've started to draw out to represent the linear function.
For the third problem, you would need to solve both of the equations with 400 plugged in for x.
</span>m(400) = 13.50(400)
m(400) = 5,400
<span>c(400) = 10(400)+50
c(400) = 4,050
Then, you subtract one of these from the other to get 1,350. That number divided by two will be your answer for the third problem.
Hope this helped you out! :-)</span>
Answer:
transformation
Step-by-step explanation:
Answer:
t ≤ 3 ; kindly check explanation for more explanation
Step-by-step explanation:
Given that :
Number of tulip (t) =?
Cost of bulb = $1.50
Pot for each bulb purchased at =$1.25
Bag of potting soil = $10.00
Number of tulip bulb that can be purchased without spending more than $20
Cost of tulip bulb = [(cost per bulb + cost per pot) * number purchased (t) + cost of bag of potting soil]
Cost = [(1.50 + 1.25)t + 10]
If spending should not exceed $20
2.75t + 10 ≤ 20
2.75t ≤ 20 - 10
2.75t ≤ 10
t ≤ 10/2.75
t ≤ 3.64
He cannot purchase more than 3 tulip bulbs
Anika cannot buy exactly enough tulip bulbs an pot to spend the full $20 because the number obtained is a fraction and not a whole number.
Try rctanguular prism i think it is that