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Mathematics 14 Online
OpenStudy (faman39):

Please help! I dont understand anything in this one

OpenStudy (faman39):

OpenStudy (anonymous):

like terms are the positive terms , first collect them

OpenStudy (faman39):

I dont get the whole process way they showed

OpenStudy (faman39):

i m confuse from step 3

OpenStudy (anonymous):

solve like this (2x/5 +x/5) +4/5-1 =3x/5+4/5-1 =(3x+4)/5-1 =(3x+4-5)/5

OpenStudy (ja1):

i was gonna answer but it seems singhmmm has this under control

OpenStudy (anonymous):

then u will get (3x-1)/5

OpenStudy (faman39):

Thank you so much guys coming for help and thanks alot @singhmmm :)

OpenStudy (anonymous):

ur welcum

OpenStudy (faman39):

what abt 4/5?

OpenStudy (faman39):

I need better explanation, how do we come up there, i tried to understand, it seems still blurry to me

OpenStudy (ja1):

what do you need?

OpenStudy (anonymous):

solve like this (2x/5 +x/5) +4/5-1 =3x/5+4/5-1 here we will take the LCM of 3x/5+4/5 =(3x+4)/5-1 =(3x+4-5)/5 =(3x-1)/5

OpenStudy (ja1):

O_O um ok just a sec

OpenStudy (faman39):

but it showed 3/5 x - 1/5

OpenStudy (faman39):

@Chlorophyll i m kinda confused with this

OpenStudy (anonymous):

Rearrange to combine x terms together ( commutative ) 2x/ 5 + x/5 = 3x/ 5 then, the rest is constant: -1 + 4/5 = -5/5 + 4/5

OpenStudy (anonymous):

@Faman39 Pretend x terms are candies, constant numbers are cookies you want to sort them out, so it'll be easier to combine together!

OpenStudy (faman39):

3x/5 i understand this but last one, it is still making me confuse

OpenStudy (faman39):

i meant last part - 1/5

OpenStudy (anonymous):

Do you know that in order to combine -1 + 4/5, you need to convert into same denominator?

OpenStudy (faman39):

i thought -1 +4/5 would be like that 3/5

OpenStudy (anonymous):

No, -1 = - 5/5

OpenStudy (faman39):

oh ok, thank you so so much for helping @Chlorophyll, i been so confused with this little thing, thank you so much

OpenStudy (anonymous):

Because: 1 = 5/5 --> -1 = -5/5

OpenStudy (faman39):

ok, it was kinda tricky, i m pretty clear now with your help, thank you! :)

OpenStudy (anonymous):

As long as the numerator is the same as denom. , the result is 1

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