Can you put this in standard form please?:/
Answer:
the perimeter is simply 2L + 2W
So lengthy 8.3
2(8.3) + 2(w) =22.4
16.6=2(w) =22.4
2(w) = 5.8
w = 5.8 divide by 2
The width is 2.9
Answer:
-3
Step-by-step explanation:
as shown in the picture
Answer:
Q1
slope=0.16
intercept=30.2
Q2
78.2
Q3
36%
Step-by-step explanation:
Question 1
We are given that
xbar=280
sx=30
ybar=75
sy=8
r=0.6
The regression line can be written as
y=a+bx
a=intercept
b=slope
where

and

b=0.6*(8/30)
b=0.16
a=75-0.16*280
a=30.2
Thus,
slope=0.16
intercept=30.2
Question 2
The regression line in the given scenario
y=30.2+0.16x
Julie pre exam total before the exam was 300.
y=30.2+0.16*300
y=30.2+48=78.2
So, the predicted final exam score of Julie is 78.2.
Question 3
R² denotes the variation in dependent variable y explained by the linear relationship of x and y.
R²=0.6²=0.36
Thus, the proportion of the variation in final exam scores that is explained by the linear relationship between pre-exam scores and final exam scores is 36%.
Answer:
Option B
Step-by-step explanation:
Let 'x' represents the number of miles traveled and 'y' represents the total cost of of the taxi ride.
Cost of ride with a rate of $2.25 per mile = $2.25x
Since, service charge of the taxi = $3 for first mile
Total cost of the ride = 2.25x + 3
Equation for the cost of the ride will be,
y = 2.25x + 3
Since, farthest distance that the taxi can travel = 35 miles
That means value of x may vary between x = 0 to x = 35 (including x = 25)
Therefore, domain for the situation will be,
0 < x ≤ 35
Option B will be the answer.