<h3>
Answer: The domain is {-3, 0, 12, 27}</h3>
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Explanation:
First solve for x to get
y = (2/3)x - 1
y+1 = (2/3)x
(2/3)x = y+1
x = (3/2)*(y+1)
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Now plug the values given into y. Do so one at a time. Lets plug in y = -3
x = (3/2)*(y+1)
x = (3/2)*(-3+1)
x = 1.5*(-2)
x = -3
So the domain value x = -3 corresponds to the range value y = -3.
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Repeat for y = -1
x = (3/2)*(y+1)
x = (3/2)*(-1+1)
x = 1.5*0
x = 0
The domain value x = 0 corresponds to the range value y = -1
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Repeat for y = 7
x = (3/2)*(y+1)
x = (3/2)*(7+1)
x = 1.5*8
x = 12
The domain value x = 12 corresponds to the range value y = 7
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Repeat for y = 17
x = (3/2)*(y+1)
x = (3/2)*(17+1)
x = 1.5*18
x = 27
The domain value x = 27 corresponds to the range value y = 17
Answer:
third option the line is going away from 4 cause x is lesser and the circle isnt closesd cause x doesnt = 4
Step-by-step explanation:
Answer:
The probability that the proportion of flops in a sample of 442 released films would differ from the population proportion by greater than 4% is:
= 0.094
= 9.4%
Step-by-step Explanation:
Estimated probability that the films released are flops = 9%
Sample of released films = 442
Estimated number of flops = 39.78 (442 * 9%)
If the population proportion of flops will be greater by 4%,
Therefore, the number of flops will increase to 41.37 (39.78 * 1.04)
This gives a new proportion of flops as 0.0936 (41.37/442)
Y=2x+5 could be used for this since it has a y-int of 5
Answer:
$9.75
Step-by-step explanation:
To get from 4 to a dozen, you have to multiply by 3.
3.25 x 3 = 9.75
