How to Calculate a Male to Female Ratio (And Other Quantities)

Step by step instructions to Calculate a Male to Female Ratio (And Other Quantities) To reword Frederick Douglass, â€Å"We may not get all that we pay for, however we will surely pay for all that we get.† To salute that fantastic mediator of haircut and advertiser of equity, let’s talk about how to best utilize our assets. Utilize a proportion to think about twoâ quantities. Models: Using Ratio to Compare Quantities Miles per hourText messages per dollarFacebook page guests per weekMen per ladies Model: Ratio and Social Life Sheila, a bustling profession lady, plans to astutely utilize her recreation time. She needs a spot with whatever number men per ladies as could reasonably be expected. As an analyst, this single lady accepts that a high male to female proportion is the most ideal approach to discover Mr. Right. Here are the female and male headcounts of specific spots: Athletic Club, Thursday night:â 6 ladies, 24 menYoung Professionals Meeting, Thursday night:â 24 ladies, 6 menBayou Blues Night Club, Thursday night:â 200 ladies, 300 men Which spot will Sheila pick? Ascertain the proportions: Athletic Club 6 ladies/24 menSimplified: 1 ladies/4 menIn different words, the Athletic Club flaunts 4 men for every lady. Youthful Professionals Meeting 24 ladies/6 menSimplified: 4 ladies/1 manIn different words, the Young Professionals Meeting offers 4 ladies for each man. Note: A proportion can be an inappropriate part; the numerator can be more noteworthy than the denominator. Straight Blues Club 200 ladies/300 menSimplified: 2 ladies/3 menIn different words, for each 2 ladies at the Bayou Blues Club, there are 3 men. Which Place Offers the Best Female to Male Ratio? Tragically for Sheila, the female-ruled Young Professionals Meeting isn't an alternative. Presently, she needs to pick between the Athletic Club and the Bayou Blues Club. Look at the Athletic Club and Bayou Blues Club proportions. Utilize 12 as the shared factor. Athletic Club: 1 ladies/4 men 3 ladies/12 menBayou Blues Club: 2 ladies/3 men 8 ladies/12 men On Thursday, Sheila wears her best spandex outfit to the male-ruled Athletic Club. Sadly, the fourâ men she meets all have breath like train smoke. So much for utilizing math, in actuality. Activities Mario can bear to apply to just a single college. He will apply to the school that offers the best likelihood of granting him a full, scholastic grant. Accept that every grant board of trustees - exhausted and understaffed - will grant grants to understudies whose names are arbitrarily pulled from a cap. Every one of Marios planned schools has posted its normal number of candidates and normal number of full-ride grants. School A:â 825 candidates; 275 full-ride scholarshipsCollege B:â 600 candidates; 150 full-ride scholarshipsCollege C:â 2,250 candidates; 250 full-ride scholarshipsCollege D:â 1,250 candidates; 125 full-ride grants Figure the proportion of candidates to full-ride grants at College A.825 candidates: 275 scholarshipsSimplify: 3 candidates: 1 scholarshipCalculate the proportion of candidates to full-ride grants at College B.600 candidates: 150 scholarshipsSimplify: 4 candidates: 1 scholarshipCalculate the proportion of candidates to full-ride grants at College C.2,250 candidates: 250 scholarshipsSimplify: 9 candidates: 1 scholarshipCalculate the proportion of candidates to full-ride grants at College D.1,250 candidates: 125 scholarshipsSimplify: 10 candidates: 1 scholarshipWhich school has the least good candidate to grant ratio?College DWhich school has the most ideal candidate to grant ratio?College ATo which school will Mario apply?College A