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chiragr
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yep 10% is correct answer! though I was extremely confuse with

"What percent of the lights that are on are supposed to be off "

I came up with 0 as answer!

because previously there were 80% on light and now also 80%!
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chiragr
yep 10% is correct answer! though I was extremely confuse with

"What percent of the lights that are on are supposed to be off "

I came up with 0 as answer!

because previously there were 80% on light and now also 80%!


80% of the lights are expected to ON. If you do the calculations you would find that 80% of the lights ARE STILL ON. So 0% ought to be the answer!!!

What is the source of the question? Nice one.
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Lets assume there are 100 lights. 80 (80n) supposed to be on and 20 (20f) supposed to be off.

..where n just means on and f means off

10% of 80n are off .. so 8n lights are off

40% of 20f are on .. so 8f are on

So, total lights that are on = 72n + 8f = 80 lights.

What percent of the lights that are on are supposed to be off?

8/80 * 100 = 10% .. yea that should be it.
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It is indeed 10%
Assume:
there are 100 lights.
80 - lights are supposed to be on
20 - lights are supposed to be off.
8 - (20*0.4) - 40% of the lights that are supposed to be off are on
8 - (80*0.1) – 10% of the lights that are supposed to be on are off
the question asks what % of the lights that are on are supposed to be off
the lights that are on – 80
the lights that are supposed to be off, but on - 8
hence, the answer is 80 - 100%, 8 – 10%



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