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In ' \( n \) klas is daar \( 8: 12 \) meisies. Wat is die verhouding van seuns tot meisies? Verdeel R500 in die verhouding \( 4: 5 \) tussen Cohen en Will.

Ask by Klein Cox. in South Africa
Mar 11,2025

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**Verhouding van seuns tot meisies is 2:3.** **R500 verdeel volgens die verhouding 4:5 tussen Cohen en Will is:** - Cohen: R222.22 - Will: R277.78

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The Deep Dive

Om die verhouding van seuns tot meisies te vind, moet ons eers die aantal seuns bereken. As daar 12 meisies is, en die verhouding seuns tot meisies \( x:12 \) is, kan ons dit simplifiseer. As ons aanneem dat die verhouding seuns ook \( 8 \) is, dan is die verhouding seuns tot meisies \( 8:12 \) of vereenvoudig tot \( 2:3 \). Dit beteken vir elke 2 seuns is daar 3 meisies! Wanneer ons R500 in die verhouding \( 4: 5 \) tussen Cohen en Will verdeel, kan ons die totale “dele” bereken: \( 4 + 5 = 9 \) dele. Cohen sal dan \( \frac{4}{9} \) van R500 ontvang, wat R222.22 is, terwyl Will \( \frac{5}{9} \) van R500, of R277.78, ontvang. Dit is 'n prettige en billike verdeeling!

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