ANSWERS GET MEDALS!!!!!! The volume of a square pyramid varies jointly with its height and the square of its base side length. A square pyramid with a height of 9 meters and base side length 5 meters has a volume of 75 cubic meters. What is the base side length in meters of a square pyramid whose height is 12 meters and whose volume is 100 cubic meters?
Do you know what joint and inverse variation mean?
no
It strikes me that you should learn this, instead of simply asking questions that need it. If l varies inversely with m, then: l = k / m for some constant k. If l varies jointly with m, then: l = k m, for some k. and if l varies jointly with n and m: l = k m n for some constant k.
dfyodor, visit twiddla real quick..
dfyodor is correct thats wat u shld use
give me a few minutes...I'll tell you
...........
this is how you solve it im pretty sure now
x = 18.75
silverstravin, we all have different ways of solving it
I actually made a reducing error earlier....75/100 = 3/4 not 1/25, that's why I wasn't getting the right result...
oh well i found that that way worked for me
you got the same answer as me?
no i got the right answer
and what answer was that, lol!
it was not 1.3333
I told you that one wasn't right....I changed it...x = 18.75
The side length is 18.75 m
no it is 5 meters
Let me verify that
Hey silverstravin....It's not 5 meters....That's the side length for the first pyramid, lol. They're asking for the side length of the second one
Silverstrain, the answer is definitely 18.75...you'll realize it's the answer....the easy way or the hard way....lol
no What is the base side length in meters of a square pyramid whose height is 12 meters and whose volume is 100 cubic meters? that is what there asking
and that is 5m
You should get someone to verify that for you. If you notice, the original square pyramid had a height of 9 meters, a base length of 5 meters and a volume of 75 meters cubed. The other pyramid that we have to find the base length of has a bigger height (12 meters) and a bigger volume (100 meters)....now how would it have the same base side length as the smaller one? lol
the volume went up yes, but so did the height so therefore the side length could be 5m
Nope, I solved it correctly. I'm sorry that you have no way of verifying it. I'd bet you all the money in your wallet. But I can show you if you give me one more chance....
I told you about the reducing mistake I made
well i did verify it and i am right trust me
You're not...
It's absolutely not right...I can assure you. Matter of fact...saifoo is here...ask him..
Join our real-time social learning platform and learn together with your friends!