The domain is the set of all values of x on the horizontal axis that satisfies the function. It is between the lowest value of x on the left side of the graph and the greatest value of x on the right. From the graph,
on the left, lowest value is - 4. The shaded circle tells us that - 4 is incusive. It would be shown in the interval notation by using [ . The greatest value on the right is 1. The unshaded circle tells us that 1 is not incusive. It would be shown in the interval notation by using )
Thus,
Domain = [- 4, 1)
The range is the set of all values of y on the vertical axis that satisfies the function. It is between the lowest value of y on the bottom of the graph and the greatest value of y at the top. From the graph,
at the bottom, lowest value is - 5. The curve touches it and it means that it is incusive. It would be shown in the interval notation by using [ . The greatest value at the top is 4. The unshaded circle tells us that 4 is not incusive. It would be shown in the interval notation by using )
Thus,
Range = [- 5, 4)
Answer: there you go! I hope this helps!
Step-by-step explanation:
4.153 to the nearest tenth place is 4.2
First lets find the tenth place.
4. 1 5 3
ones tenths hundreds thousands
So 1 is the tenths place. Now we found the tenths place, we have to look at the number ti the right. In this case, the number is 5. When rounding, if the number to the right is 5 or more, you raise the left number by 1, in this case the number we are adding one to is 1. So the 1 turns into a 2. So the answer is,
4.2
Answer:
Let's say Raj's height is 60 inches
60-3 = H
H= Howard's height
60 = Raj's height
Or it could be with two variables
R-3 = H
R = Raj's height
Volume of a cylinder is defined as:
v = volume
r = radius
h = height.
V = 
(r^2)h
In this problem,
v = 1,356.48 in^3
r = 6 in
h = ?
Plug our numbers into the volume formula above.
1,356.48 in^3 = (6^2)h
Divide both sides by (6^2) to isolate variable h
12.0 = h
The height of the cylinder is 12.0 inches
