Answer:
B y = -1/2x + 7/2
Step-by-step explanation:
We know that it has a negative slope since the points go from the top left to the bottom right
We can eliminate A and D
The y intercept is where it crosses the y axis
It should cross somewhere between 2 and 4
C has a y intercept of 9 which is too big
Lets verify with a point
x = -4
y = -4(-4)+9 = 16+9 = 25 (-4,25) not even close to being near the points on the graph
checking B
y = -1/2 (-4) +7/2
= 2 + 7/2 = 11/2 = 5.5 it seems reasonable
Answer:
in the morning and I will be in the right side of the day of the day of the day of the day of the day of the day of the day of the time of day I was going through this email is strictly prohibited from you have the opportunity of my favorite thing that is what it looks good and bad for a while ago but the best time I will have a good time to get the same time as well and that was what the issue and then you should receive
Step-by-step explanation:
3edesxssssaaaA dgrvrvrvr f. f f t t g g gbgbt. ytbT when hh mentoring Klemens in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning and I will be in the morning
I= Prt
I= 5000*0.05*5
I= $1,250
So she will pay $ 1,250 in interest .
I hope that's help !
80 units
Step-by-step explanation:
Step 1 :
Given,
The function representing the height is y = 4x^2-32x+80
where the x represents the time after they jumped and y represents their height above ground.
We need to find the platform's height.
Step 2 :
Since x represents the time after they jumped, x = 0 when they have not started jumping and the corresponding y will give the height before they start jumping which would be the height of the platform
Step 3:
When x = 0 we have
y = 0-0+80 = 80
So the height of the given platform is 80 units.
