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Read the following text and answer the following questions.
A manufacturer of TV sets produced 600 sets in the third year and 700 sets in the seventh year, assuming that the production increases uniformly by a fixed number every year.
Q. Find the production in the 10th year.
- a)770
- b)875
- c)675
- d)775
Correct answer is option 'D'. Can you explain this answer?
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Read the following text and answer the following questions.A manufact...
A10 = a + 9d = 550 + 9(25) = 550 + 225 = 775
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Read the following text and answer the following questions.A manufact...
To find the production in the 10th year, we need to determine the rate at which the production is increasing each year.
Let's first analyze the given information:
- In the third year, the manufacturer produced 600 TV sets.
- In the seventh year, the production increased to 700 TV sets.
From this information, we can determine the rate at which the production is increasing each year.
Step 1: Finding the increase in production from the third to the seventh year
Increase in production = 700 - 600 = 100 TV sets
Step 2: Finding the increase in production per year
Since the increase in production is uniform each year, we divide the increase by the number of years.
Increase in production per year = 100 / (7 - 3) = 100 / 4 = 25 TV sets
Now, we know that the production increases by 25 TV sets every year.
Step 3: Finding the production in the 10th year
To find the production in the 10th year, we add the increase in production per year to the production in the seventh year.
Production in the 10th year = 700 + (25 * (10 - 7)) = 700 + (25 * 3) = 700 + 75 = 775 TV sets
Therefore, the production in the 10th year is 775 TV sets.
Hence, the correct answer is option D) 775.
Let's first analyze the given information:
- In the third year, the manufacturer produced 600 TV sets.
- In the seventh year, the production increased to 700 TV sets.
From this information, we can determine the rate at which the production is increasing each year.
Step 1: Finding the increase in production from the third to the seventh year
Increase in production = 700 - 600 = 100 TV sets
Step 2: Finding the increase in production per year
Since the increase in production is uniform each year, we divide the increase by the number of years.
Increase in production per year = 100 / (7 - 3) = 100 / 4 = 25 TV sets
Now, we know that the production increases by 25 TV sets every year.
Step 3: Finding the production in the 10th year
To find the production in the 10th year, we add the increase in production per year to the production in the seventh year.
Production in the 10th year = 700 + (25 * (10 - 7)) = 700 + (25 * 3) = 700 + 75 = 775 TV sets
Therefore, the production in the 10th year is 775 TV sets.
Hence, the correct answer is option D) 775.
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Read the following text and answer the following questions.A manufacturer of TV sets produced 600 sets in the third year and 700 sets in the seventh year, assuming that the production increases uniformly by a fixed number every year.Q. Find the production in the 10th year.a)770b)875c)675d)775Correct answer is option 'D'. Can you explain this answer?
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