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Direction: Read the following comprehension and answer accordingly
There are three watch-selling companies, A, B, and C. Each of these companies sells both analog and digital watches. Company C sold 192 digital watches. Analog watches make up 60% of its total watch sales of Company C. The total sales of A, B, and C is in the ratio 7 : 9 : 6. Company A sells digital and analog watches in a ratio of 5:3. The sum of the analog and digital watch sales of Company C equals the number of analog watches sold by Company B.
Calculate the total number of analog watches sold across all three companies?
758
876
978
954
832
- Total Sales Ratio: The companies A, B, and C have a total sales ratio of 7 : 9 : 6.
- Company C: Sold 192 digital watches. Analog watches account for 60% of total sales at Company C. Therefore, digital watches make up 40%, implying Company C's total sales are 1920.4=480.
- Analog sales by Company C: 60% of 480, which equals 288 watches.
- Company B: The number of analog watches sold equals the sum of analog and digital watch sales of Company C, which is 480.
- Company A: Sells watches in a 5:3 ratio of digital to analog watches. Therefore total sales of A are 7x=840.
- Analog sales by Company A: 38×840=315.
Calculating total analog sales:
- Company A: 315
- Company B: 480
- Company C: 288
- Total across all companies: 315+480+288=1083
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