## abc = 5C2*3C2 = 30 ways.
@Estallar12 Can you plz Elobrate Last step
@RoadKill said:@ankita14 I agree with @anupam001 . Fisherking is pwning VALR at a whole new level. Unfortunately he is giving the CL mocks in pdf format, nahi to sab mein 99.9-100%ile score hai uska.
Oh yea I forgot about fisherking :/ he's in another league altogether.
@hanushanand said:When??
I had gone off to sleep. 
Its on 19th Oct. Prep-vep huyi nahi...chale jaldi khatam karne ko....
Its on 19th Oct. Prep-vep huyi nahi...chale jaldi khatam karne ko.... @parassharmarock said:@Estallar12 Can you plz Elobrate Last step## abc = 5C2*3C2 = 30 ways.
ABC => All three factors are distinct. We have 5 factors. Select any two for A out of 5, then any two for B out of the remaining three and the last one will be C.
Hence, 5C2*3C2 ways.
You can also think of the question like this -
Three factors needed => __ __ __
Now, Each factor has 3 options => 3^5 = 243 ways in total.
One triplet will be 2310,1,1 - 1,2310,1 - 1,1,2310. Remove this one triplet.
Rest all factors will be in 3! ordered form.
So, 243-3/3! = 240/6 = 40 ways.
And 1 way from the triplet, so 41 ways.
@Estallar12 said:ABC => All three factors are distinct. We have 5 factors. Select any two for A out of 5, then any two for B out of the remaining three and the last one will be C.Hence, 5C2*3C2 ways.You can also think of the question like this -Three factors needed => __ __ __Now, Each factor has 3 options => 3^5 = 243 ways in total.One triplet will be 2310,1,1 - 1,2310,1 - 1,1,2310. Remove this one triplet.Rest all factors will be in 3! ordered form.So, 243-3/3! = 240/6 = 40 ways.And 1 way from the triplet, so 41 ways.
For abc, why can't we select 1 for A and 1 for B and rest 3 for c? Why 2,2 and 1? :splat:
Find out the incorrect usage :|
RUB
Bhaskar has rubbed shoulders with great sportsmen during his hey days.
Some of Alfred's mannerisms have rubbed on me.
Use a pencil so you can rub out a mistake.
You are advised not to rub Krishna the wrong way.
@paridhi11890 said:Find out the incorrect usageRUBBhaskar has rubbed shoulders with great sportsmen during his hey days.Some of Alfred's mannerisms have rubbed on me.Use a pencil so you can rub out a mistake.You are advised not to rub Krishna the wrong way.
2nd statement
@paridhi11890 said:Find out the incorrect usageRUBBhaskar has rubbed shoulders with great sportsmen during his hey days.Some of Alfred's mannerisms have rubbed on me.Use a pencil so you can rub out a mistake.You are advised not to rub Krishna the wrong way.
B hain...it should be 'have rubbed off on me'
@fisherking @Brooklyn Correct...
But statement C me bhi shudn't it be rub off a mistake? My VA :banghead:
@paridhi11890 said:@fisherking @Brooklyn Correct...But statement C me bhi shudn't it be rub off a mistake? My VA
no rub off is a phrasel , meaning to offend sumone
how can u use a pencil to offend a mistake?? :O
@Brooklyn said:no rub off is a phrasel , meaning to offend sumonehow can u use a pencil to offend a mistake??
okk 😞 my bad :banghead:
@junglii said:
You need Photo Proof, not address proof. PAN card le jao, address ka panga hi nahi rahega..
@ankita14 said:For abc, why can't we select 1 for A and 1 for B and rest 3 for c? Why 2,2 and 1?
Check the second method. :splat:
@paridhi11890 said:Find out the incorrect usageRUBBhaskar has rubbed shoulders with great sportsmen during his hey days.Some of Alfred's mannerisms have rubbed on me.Use a pencil so you can rub out a mistake.You are advised not to rub Krishna the wrong way.
Second?
We don't have a review thread for today's cat slots.....do we???
@ABISEK said:We don't have a review thread for today's cat slots.....do we???
@ABISEK said:We don't have a review thread for today's cat slots.....do we???
abhi to xam shuru hua hoga!! 
@ABISEK said:We don't have a review thread for today's cat slots.....do we???
We have. Check my PINGS. It will on the Top in my Profile. :)
@ankita14 said:Par ans to do
Second method se 41 sahi hai na. Checking the first one again. :splat: