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Two types of tea are mixed in the ratio of 3:5 to produce the first quality and if they are mixed in the ratio of 2: 3, the second quality is obtained. How many kilograms of the first quality has to be mixed with 10 kg of the second quality so that a third quality having the two varieties in the ratio of 7:11 may be produced? 1. 5 kg 2. 6 kg 3. 7 kg 4. 8 kg 9 kg 5. Two types of tea are mixed in the ratio of 3:5 to produce the first quality and if they are mixed in the ratio of 2: 3, the second quality is obtained. How many kilograms of the first quality has to be mixed with 10 kg of the second quality so that a third quality having the two varieties in the ratio of 7:11 may be produced? 1. 5 kg 2. 6 kg 3. 7 kg 4. 8 kg 9 kg 5. Two types of tea are mixed in the ratio of 3:5 to produce the first quality and if they are mixed in the ratio of 2: 3, the second quality is obtained. How many kilograms of the first quality has to be mixed with 10 kg of the second quality so that a third quality having the two varieties in the ratio of 7:11 may be produced? 1. 5 kg 2. 6 kg 3. 7 kg 4. 8 kg 9 kg 5. Two types of tea are mixed in the ratio of 3:5 to produce the first quality and if they are mixed in the ratio of 2: 3, the second quality is obtained. How many kilograms of the first quality has to be mixed with 10 kg of the second quality so that a third quality having the two varieties in the ratio of 7:11 may be produced? 1. 5 kg 2. 6 kg 3. 7 kg 4. 8 kg 9 kg 5.
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Given First Quality type1 type2 3 5 3D 3D Second Quality type1 type2 23 3D Third qual... View the full answer
Related Book For
Thermodynamics for Engineers
ISBN: ?978-1133112860
1st edition
Authors: Kenneth A. Kroos, Merle C. Potter
Posted Date:
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