A company is manufacturing three different products – Glass, Plate and Bowl. The number of Plates is double the number of Glasses. The number of Glasses manufactured is twice the number of Bowls. What is the difference between the number of Plates and the number of Bowls if the total units manufactured by the company is 2380?
1020
The correct answer is 1020.
$$\text{Glass} + \text{Plate} + \text{Bowl} = 2380$$ $$2x + 4x + x = 2380$$ $$7x = 2380$$ Step 3: Solve for $x$ $$x = \frac{2380}{7}$$ $$x = 340$$ So, the number of Bowls manufactured is $340$ . Step 4: Calculate the number of Plates $$\text{Plates} = 4x = 4 \times 340 = 1360$$ Step 5: Find the difference between Plates and Bowls $$\text{Difference} = \text{Plates} - \text{Bowls}$$ $$\text{Difference} = 1360 - 340 = 1020$$ Final Answer: The difference between the number of Plates and the number of Bowls is $1020$ .
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