1688/300 how do I work this out by hand? no calculator...
\[\Large \frac{1688}{300}\] It's best we go slowly, cancel out common factors one at a time... Could you name a common factor between 1688 and 300?
ok thanks
2
so divide both by 2
Yup. we get... \[\Large \frac{\cancel{1688}^{844}}{\cancel{300}^{150}}=\frac{844}{150}\] Any more common factors?
sorry it should of been 300/1688
Doesn't matter, let's just reverse them \[\Large \frac{300}{1688}= \frac{150}{844}\] Any more common factors?
4
4 is not a factor of 150, is it?
no it isnt
So not 4. Anything else?
2
My advice at this stage, keep it simple, and stick to primes...
Okay, 2 again. \[\Large \frac{\cancel{150}^{75}}{\cancel{844}^{422}}=\frac{75}{422}\] Any more common factors?
yep, now we get into decimals is that right?
You're supposed to get it into decimals? D:
2 again would give 37.5/211
I'd have thought we should stop at 75/422
so is that the answer?
I need to know what it is all the way down to decimal, how do I prove it down to 0.17
its too hard right.
thanks I have it sorted, my lecturer said I can manipulate the numbers by rounding up and down, I can square it up by making the 1st one 300/1700 which is easier, could you help from there.
I guess. There's a pretty obvious common factor between these two. (HINT: They both end with a double zero)
100
3/17
Those are both prime, but I take it you can handle it from there?
I guess I could make it 4/16 by what my lecturer is saying??
or 3/15
1/3 0.33
I don't know what you're allowed/supposed to do with it. As far as I know, 3/17 is simplified enough
yep thanks I can do long division from there. 3/17 is 0.17 I know how to arrive at that answer thankyou.
Okay then. ^_^
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