Question

What is the average number of luxury watches sold by stores A, D, E, F and H together?

• A. 3152
• B. 3296
• C. 3548
• D. 3186
• E. 3428

Answer 1

The correct option is B 3296

Average number of luxury watches $(18\times 560-16\times 320)+(15\times 560-13\times 320)+(20\times 560-22\times )+(8+560-8\times 320)=\frac{+(9\times 560-12\times 320)}{5}(10080-5120)+(8400-4160)+(11200-7040)+(4480-2560)=\frac{(5040-3840)}{5}=\frac{4960+4240+4160+1920+1200}{5}=\frac{16480}{5}=3296$