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Mathematics 10 Online
OpenStudy (onepieceftw):

Algebra 2 8.04 FLVS I need help with this assignment!

OpenStudy (onepieceftw):

OpenStudy (phi):

looks like a bit of work. I would start by finding the common ratio between bounces

OpenStudy (phi):

the common ratio is the term divided by the previous term for example, the first ratio (for ball 1) is height2/ height1 = 2.4/3 you do that for each "pair" to get a list of ratios (4 numbers in the list) then find the average of those 4 ratios to get the "average ratio"

OpenStudy (onepieceftw):

I added the values, divided them by for and got r= .4 r=.6 and r=.7

OpenStudy (onepieceftw):

four*

OpenStudy (phi):

you found some numbers, but not the numbers you need. The first step is find the *ratio* of heights For example, the first ratio is the height at step 2 divided by the height at step 1 can you do that ?

OpenStudy (onepieceftw):

Oh okay, and I would that for the remaining? so 1.9/3 1.5/3 etc? the average them?

OpenStudy (phi):

almost. it would be height3/height2 so 1.9/2.4 the idea is each ratio should be close to the same number

OpenStudy (onepieceftw):

For ball 1 r= 0.8 or 0.7925

OpenStudy (phi):

I don't know how accurate they want to be, but I got 0.795... what did you get for the 4 numbers?

OpenStudy (onepieceftw):

0.8 0.79 0.78 0.8

OpenStudy (phi):

I would keep 4 digits the first and last are exactly 0.8, so those are ok redo the 2 middle numbers

OpenStudy (onepieceftw):

If I round they all come to 0.8

OpenStudy (phi):

when we do this, we should keep more digits than we need, then round after we find the average

OpenStudy (phi):

btw, for the 3rd number I got 0.78947... if you round to the nearest 100th you get 0.79 (not 0.78) because they want to see your work, they might complain

OpenStudy (phi):

once you get the average r (0.8 is probably good enough) you can find the height at step 6= 0.8 * height at step 5

OpenStudy (onepieceftw):

Ok, I redid it an got 0.79525

OpenStudy (phi):

yes, and now if you round to the nearest 100th you get 0.80 which is pretty accurate

OpenStudy (phi):

notice that at each step, if you multiply by 0.8, you get the next height (always a little smaller) you use that idea to figure out the height at step 6

OpenStudy (onepieceftw):

For height 6 I got 0.98304

OpenStudy (onepieceftw):

Which is 0.98 rounded right?

OpenStudy (onepieceftw):

Thank you so much @Phi !

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