Probability Made Easy | GMAT Quant Master Class with Kaplan GMAT Expert

#GMAT​ #GMATQuant​ #Probability
Probablity is among the trickiest concepts that GMAT tests. In this session, top GMAT Quant instructor of Kaplan, Gene Suhir, will show us how to master probabilty questions.
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[@hrityush]

Such a fun class, wish every tutor/teacher was this engaging

[@bhuveshgupta7801]

loved the session. One of the best teachers I have ever studied from.

[@mphuong002]

amazing lesson! Gene Suhir is such a professional teacher. the lesson is clear, straightforward, easy to understand with progression from easy to more difficult questions. I like his sense of humor too. GMAT Club, thanks so much for helping students like me with free quality resources!

[@piotrkummer1951]

Great stuff! Thank you for taking the time to make this video

[@lynguyen2342]

Thank you so so much. I improve immediately after this class.

[@gmatclub]

Excellent!

[@kombokavila2120]

Thanks a lot Gene. You are the best.

[@abdulaijalloh8820]

COOL STUFF. ITS DEFINATELY HELPED ME IN GMAT PREP! ESPECIALLY THE SHORTCUT STRATEGY OF SUBSTRACTING WHATS NOT DESIRED FROM ONE TO GET THE DESIRED ANSWER.

[@gmatclub]

Thank you! More sessions on P&C and probability are coming. Don't forget to Subscribe to our channel to get notifications of upcoming sessions.

[@abhishekgarg6507]

He is so fun I would love to have him on inequality class

[@Indiann007]

Very much impressed.Many thanks

[@gmatclub]

Thank you for the feedback. Glad you found this live video helpful and will use your feedback to invite this expert for additional sessions

[@okcomputer2112]

Thanks a lot.

[@imathchannelbyfreddie_care4890]

for me my solution simply probability of a 3 and not a 3 on the second is (1/6 *5/6) divided by 2 = 5/18

[@ashishsinha9035]

Gr8!

[@faisalmullick9309]

Dear
Do you provide gmat online coaching classes as i am planning to do mba from top uk university need a mentor?
Thanks
FAISAL

[@adityagawhale]

Mike Ehrmantraut: Put that down Waltuh ….

[@varun110291]

Probability of getting heads on the first flip or the second flip would be 1/2 + 1/2 = 1
Could you please explain the above. Since we may not get heads even with two flips so how can probability be 100%??

[@Indiann007]

Answer is 1/4
Need to multiply 1/2 and 1/2 as both events occur.

[@cristina5593]

Thank you, Professor Gene! Such great explanations. This session seriously helped me a lot.

[@gmatclub]

You're very welcome!

[@punitmishra6560]

didn't know big show teaches too

[@liz-ze5zz]

Really