Given:
The height of a right cone = 14 in
Base diameter = 17 in
To find:
The diagram of the cone and its lateral surface area.
Solution:
(a)
The diagram of a right cone with height 14 in and base diameter of 17 in is shown below.
Diagram is not to scale.
(b)
We know that lateral surface of the cone is
...(i)
Where, r is the base radius, h is vertical height and l is the slant height of the cone.
Base radius of the cone = 
Now,
Putting r=8.5, h=14 and π=3.14 in (i), we get
Therefore, the lateral surface area of the cone is 437 sq. inches.
Answer:
Woah uhh ok....
Step-by-step explanation:
15) U have to find the rate of change. Since the equation is f(x)= 3x+4, and the y-int. is 4, find where there a point of (0,4) on the table. In this case they all do so now u gotta find the rate of change. For each table, see which one has a constant rate of 3. Therefore it would be D.
16) I believe its C
17) I believe its B
18) C or D
199. you dont have a calculator at home/phone?
X=20. By using the bottom sides of each figure, you can calculate that the figure on the right is 3 times larger than the similar figure on the left. This means that 2x+5=45. When solved, this yields x=20.
201=281n
Hope this helps :)
