#numbers I need help
74 messages · Page 1 of 1 (latest)
you can factor out the numerator
and that will cancel out with the denominator
can you do this by yourself?
Easy af. Take any positive even number and place there instead of c. Ex.: You take c=10 => outcome: (6000+300) / (300+15)= 20
for 16 or 15
okay
15 -> 252/42=6
So you need one example with even and one with not*
okay so like 9
alright btw were u get the 252 on 15
by the way
Calculator my friend xD
That's not the way. This doesn't prove that it will always ve an integer.
Wut
Factor out 2c from the numerator.
You need to show that it's an integer for any integer c, not just for some values.
Yes
But my explanation was ok?
guys how do i find the average spee for 584336233.6
No, it doesn't prove anything.
Write under postscriptum: not rational number
Not sure what you mean.
Condition
doesnt prove it
Again, not sure what you mean. c is a positive integer.
you do not show that there cant be any weird positive integer such that after substitution gives you an odd number
You can write in maths lang: " guys this thing works only with good integers bc I don't have time to talk you about odd ones"
lmao
but really all you gotta do is factor the numerator and cancel out 3c^2 + 15
after this you're left with 2c, which is always even
This
i confusse now i do i just factoriese the c
can you factorize the numerator
what does factorise mean
break something down to factors
for example 66 can be factorized as 2 * 3 * 11
because 2 * 3 * 11 = 66
do i factorise the 15 or the 3c
factor out the 2c from numerator
so it wouldd be 6c as numoretor and 3 as ddenominator
John Math
oh
because 30c = 15 * 2c and 6c^3 = 3c^2 * 2c
and then you see
we have a common factor 3c^2 + 15 in both numerator and denominator
can we cancel it out?
ye
so after cancelling out we have 2c
which is always even because it is guaranteed to have a factor of 2
Damn you don't leave him time to think himself
so answer is 2c
oops
well it is asking us to show that this is always even
so the answer is something like
"we can cancel out common factor 3c^2 + 15 to show that the above expression is equal 2c. 2c is always even because it is guranteed to have a factor of 2"
oj okay
i, as a manager
hereby declare
gilf123 guy
actually nvm
your answer is reasonable

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