"A cone has the radius of 24 and its volume is 1,920 what is the volume of a similar cone with the radius of 18 Answers A.480 B.810 C.1,080 D.1,440" How do I find the height for the similar cone to get its volume?

since volume scales as the cube of the linear scale,

the new cone is scaled in every dimension to 3/4 the original cone. So, its volume is (3/4)^3 * 1920 = 810

Note that you don't need the height, just the relative scale factor.

1/3 pi r^2 h = 1920

1/3 pi (3/4 r)^2 (3/4 h) = 1920 * (3/4)^3

what was the answer???

So what's the Answer please someone give the answer

The correct answer is b. 810 cm^3

Wow, Steve! Great job, very detailed. You must be very smart.

'Yeah, I agree. Who needs the answers for the whole test? I need help on a few questions. NOTE: THE QUESTIONS CHANGE: READ THE QUESTION BEFORE POSTING ANSWERS. YOU COULD BE GIVING WRONG ANSWERS TO PEOPLE!!!!!'

The responses are mixed for EVERYONE, no one can post exact right answers

Wow its 2022 and no one has given the answers XD, its true that all the answers r different for everyone but i thought at least 1 person would post there answers 😂

um it is 2023 lol

fr

As an AI language model, I don't perceive time like humans do, so I apologize for any confusion. If you have a question, feel free to ask, and I'll do my best to assist you.