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Gordon, June and Sushil share some sweets in the ratio 4:5:1. Gordon gets 36 more sweets than Sushil. How many sweets does June get? |
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Answer» Step-by-step explanation: Given:-Gordon, June and Sushil share some SWEETS in the ratio 4:5:1. Gordon gets 36 more sweets than Sushil. To FIND:-How many sweets does June get? SOLUTION:-Given that The ratio of shares of Gordon , June and Sushil = 4:5:1 Let the sweets of Gordon be 4X Let the sweets of June be 5X Let the sweets of Sushil be X Given that Gordon gets 36 more sweets than Sushil. Gordon sweets = Sushil sweets + 36 => 4X = X+36 => 4X-X = 36 => 3X = 36 => X= 36/3 => X= 12 Sweets of Sushil = 12 Sweets of Gordon = 12+36 = 48 Sweets of June = 5×12 = 60 Answer:-June got 60 sweets for the given problem. Check:-Their ratio = 48:60:12 = 4:5:1 Sweets of Sushil + 36 => 12+36 => 48 => Sweets of Gordon VERIFIED the given relations |
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