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Find out the total sales (in thousand) o...

Find out the total sales (in thousand) of company C1, C3 and C5 together in two years?

A

800

B

560

C

808

D

888

Text Solution

AI Generated Solution

The correct Answer is:
To find the total sales (in thousand) of companies C1, C3, and C5 together over the two years, we will follow these steps: ### Step 1: Identify the sales figures for each company in both years. 1. **Company C1:** - Sales in 2020: 80 (thousand) - Sales in 2021: 105 (thousand) 2. **Company C3:** - Sales in 2020: 95 (thousand) - Sales in 2021: 120 (thousand) 3. **Company C5:** - Sales in 2020: 100 (thousand) - Sales in 2021: 120 (thousand) ### Step 2: Calculate the total sales for each company over the two years. - **Total sales for C1:** \[ \text{Total for C1} = \text{Sales in 2020} + \text{Sales in 2021} = 80 + 105 = 185 \text{ (thousand)} \] - **Total sales for C3:** \[ \text{Total for C3} = \text{Sales in 2020} + \text{Sales in 2021} = 95 + 120 = 215 \text{ (thousand)} \] - **Total sales for C5:** \[ \text{Total for C5} = \text{Sales in 2020} + \text{Sales in 2021} = 100 + 120 = 220 \text{ (thousand)} \] ### Step 3: Sum the total sales of C1, C3, and C5. \[ \text{Total sales for C1, C3, and C5} = \text{Total for C1} + \text{Total for C3} + \text{Total for C5} \] \[ = 185 + 215 + 220 \] \[ = 620 \text{ (thousand)} \] ### Final Answer: The total sales of companies C1, C3, and C5 together in two years is **620 thousand**. ---
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