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FAQs
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A committee of 5 is to formed out of 6 gents and 4 ladies. In how many ways can this be done when each committee may have at the most two ladies?
At most 2 ladies means either no lady, 1 lady or 2 lady.Case 1: 0 lady, 5 members from 6 gents can be selected in 6C5 = 6 ways.Case 2: 1 lady, 1 lady can be selected from 4 ladies in 4 ways. Corresponding to each lady selected, rest 4 members can be selected from 6 gents in 6C4 = 12 ways. So, total ways in Case 2 is 48.Case 3: 2 lady, 2 lady can be selected from 4 ladies in 4C2 = 6 ways. Corresponding to two ladies selected, rest 3 members can be selected from 6 gents in 6C3 = 20 ways. So, total ways in Case 3 is 120.Now each case is independent. So, total number of ways is 120 + 48 + 6 = 174.Answer : 174
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How do I solve this question? A committee of 5 men and 3 women is to be formed out of 7 men and 6 women. If two particular women are not to be together in the committee, what is the number of committees formed?
Total Available Persons = 7 Men and 6 WomenA committee of 5 Men and 3 Women is to be formed.So, I need to select 5 men out of 7 and it can be done in [math]^7c_5[/math] ways3 women out of 6 can be selected in [math]^6c_3 [/math]waysNow, without any constraints, the number of ways the committee can be selected is:[math]^7c_5 \times ^6c_3 = 21 \times 20 = 420[/math] waysBut, the question says two particular women should not be there in the committee together. So, to find that, we need to look at the question in another way.Number of ways in which two particular women aren't there together in the committee is same as total number of ways minus the number of ways those two women are definitely there together.Number of ways in which the two women are definitely there can be calculated as:[math]^7c_5 \times ^4c_1 = 21 \times 4 = 84[/math]Note: As the two women are definitely there, so I just need to select one more woman from the remaining 4.Thus, number of ways to select such that two particular women are never there together is [math](420 - 84) = \fbox {336 (Answer)}[/math]
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I am a working software professional in the Bay Area and looking to switch jobs. I can't openly write in my LinkedIn profile about the same. How do I approach recruiters/companies? Is there an easier way than filling out 4 - 5 page forms in the career website of the company?
I'd say that you should just seek out the jobs that interest you and apply for them. Many don't have such onerous application forms. Some even allow you to apply through LinkedIn. And if you target a small set of companies that really interest you, then it's worth the extra effort to customize each application. Many recruiters and hiring managers, myself included, give more weight to candidates who seem specifically interested in an opportunity, as compared to those who seem to be taking a shotgun approach to the job seeking process.
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