Question

What is p% of 200p^3?
xp^y
Find x and y (index)
Can you please show me the proccess? Thanks!

Answer 1

\[\frac{ p }{ xp^y } (100) \]
\[\frac{ 100 }{ xp^(y-1) }\]

Answer 2

so
\[\frac{ 100 }{ 200(p)^2 }\] percent

Answer 3

which is 0.5=x and -2=y. somebody come and check this please i'm not a 100% sure. @Gravity_Dreams

Answer 4

I'm really sorry, I don't understand your solution.

Answer 5

sorry it was my fault, i didn't fully understand the question, just give me a second.

Answer 6

\[\frac{ p }{ 100 }(200p^3)\]
\[2p^4\]

Answer 7

this because we divide what ever x is by 100 and add one to y, so you'll get x=2 and y=4 in this case

Answer 8

Sorry, I don't really understand your solution still ^^;;

Answer 9

okay so you know how to get for example f% of a number g?

Answer 10

Let me dig my memory...

To find f% of g....

f/100 * g right?

Answer 11

exactly! so now instead of f it's p and g=200p^3

Answer 12

Oh! I get it.

I got up to:

200p^4/100. What do I do now?

Answer 13

great, now just cancel out 200 and hundred.

Answer 14

Wait, I got it. I understand now :) 2p^4.

Thank you so much!

Answer 15

you'll get two, it's just a simple division.

Answer 16

you're welcome!