Help Cant solve will give brainliest ig...
1 answer:
You might be interested in
Answer:
<h2>29.30cm^3</h2>Step-by-step explanation:
If the two cone are similar then the heights are the same
let us find the height of the bigger cone
For the bigger cone
r= 3cm
v= 66cm^3
For the smaller cone
r=2cm
v=?
h=7cm
Answer:
the length of DB is 17 in
Step-by-step explanation:
Consider the sketch attached.
We will draw an imaginary line from point C to met line AB at point E.
A right-angled triangle will now be formed between points CBE.
The dimensions of the right-angled triangle will be:
CB = 10 in
CE= 8 in
EB = unknown
We will now proceed to find out the length of side EB using the Pythagoras' theorem.
From the shape, we can find out that another right-angled triangle is made between points DAB.
The dimensions of the triangle are:
DA= 8in
AB = 9 in + 6 in = 15 in
DB = unknown.
We will now proceed to find out the length of side DB using the Pythagoras' theorem.
Therefore, the length of DB is 17 in
