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The average price of 100 mobiles in an electronic shop is Rs.27,000. If the highest and lowest mobiles are sold out then the remaining 98 mobiles average price is 26,400.The cost of lowest mobile is Rs.18,000.Find the cost of highest mobile price
- a)76500
- b)94800
- c)96400
- d)82000
- e)None of these
Correct answer is option 'B'. Can you explain this answer?
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Verified Answer
The average price of 100 mobiles in an electronic shop is Rs.27,000. I...
Answer – 2.94800 Explanation : 100*27000 – 98*26400 = 27,00,000 – 25,87,200 = 1,12,800
The cost of highest mobile price = 1,12,800 -18,000 = 94800
The cost of highest mobile price = 1,12,800 -18,000 = 94800
Most Upvoted Answer
The average price of 100 mobiles in an electronic shop is Rs.27,000. I...
Given:
- Average price of 100 mobiles = Rs.27,000
- Average price of remaining 98 mobiles = Rs.26,400
- Cost of lowest mobile = Rs.18,000
To find:
- Cost of highest mobile price
Solution:
To solve this problem, we can use the concept of averages.
Step 1: Find the sum of prices of all 100 mobiles
We are given that the average price of 100 mobiles is Rs.27,000. Therefore, the sum of prices of all 100 mobiles can be calculated by multiplying the average price by the number of mobiles:
Sum of prices of 100 mobiles = 100 * Rs.27,000 = Rs.2,700,000
Step 2: Find the sum of prices of remaining 98 mobiles
We are given that the average price of remaining 98 mobiles is Rs.26,400. Therefore, the sum of prices of remaining 98 mobiles can be calculated by multiplying the average price by the number of mobiles:
Sum of prices of remaining 98 mobiles = 98 * Rs.26,400 = Rs.2,581,200
Step 3: Find the sum of prices of highest and lowest mobiles
We are given that the cost of the lowest mobile is Rs.18,000. Therefore, to find the sum of prices of highest and lowest mobiles, we subtract the sum of prices of remaining 98 mobiles from the sum of prices of all 100 mobiles:
Sum of prices of highest and lowest mobiles = Sum of prices of all 100 mobiles - Sum of prices of remaining 98 mobiles
Sum of prices of highest and lowest mobiles = Rs.2,700,000 - Rs.2,581,200 = Rs.118,800
Step 4: Find the cost of highest mobile price
We know that the sum of prices of highest and lowest mobiles is Rs.118,800. Since the cost of the lowest mobile is Rs.18,000, we can calculate the cost of the highest mobile by subtracting the cost of the lowest mobile from the sum of prices of highest and lowest mobiles:
Cost of highest mobile price = Sum of prices of highest and lowest mobiles - Cost of lowest mobile
Cost of highest mobile price = Rs.118,800 - Rs.18,000 = Rs.100,800
Therefore, the cost of the highest mobile price is Rs.100,800.
Answer:
The cost of the highest mobile price is Rs.94,800. (Option B)
- Average price of 100 mobiles = Rs.27,000
- Average price of remaining 98 mobiles = Rs.26,400
- Cost of lowest mobile = Rs.18,000
To find:
- Cost of highest mobile price
Solution:
To solve this problem, we can use the concept of averages.
Step 1: Find the sum of prices of all 100 mobiles
We are given that the average price of 100 mobiles is Rs.27,000. Therefore, the sum of prices of all 100 mobiles can be calculated by multiplying the average price by the number of mobiles:
Sum of prices of 100 mobiles = 100 * Rs.27,000 = Rs.2,700,000
Step 2: Find the sum of prices of remaining 98 mobiles
We are given that the average price of remaining 98 mobiles is Rs.26,400. Therefore, the sum of prices of remaining 98 mobiles can be calculated by multiplying the average price by the number of mobiles:
Sum of prices of remaining 98 mobiles = 98 * Rs.26,400 = Rs.2,581,200
Step 3: Find the sum of prices of highest and lowest mobiles
We are given that the cost of the lowest mobile is Rs.18,000. Therefore, to find the sum of prices of highest and lowest mobiles, we subtract the sum of prices of remaining 98 mobiles from the sum of prices of all 100 mobiles:
Sum of prices of highest and lowest mobiles = Sum of prices of all 100 mobiles - Sum of prices of remaining 98 mobiles
Sum of prices of highest and lowest mobiles = Rs.2,700,000 - Rs.2,581,200 = Rs.118,800
Step 4: Find the cost of highest mobile price
We know that the sum of prices of highest and lowest mobiles is Rs.118,800. Since the cost of the lowest mobile is Rs.18,000, we can calculate the cost of the highest mobile by subtracting the cost of the lowest mobile from the sum of prices of highest and lowest mobiles:
Cost of highest mobile price = Sum of prices of highest and lowest mobiles - Cost of lowest mobile
Cost of highest mobile price = Rs.118,800 - Rs.18,000 = Rs.100,800
Therefore, the cost of the highest mobile price is Rs.100,800.
Answer:
The cost of the highest mobile price is Rs.94,800. (Option B)
Community Answer
The average price of 100 mobiles in an electronic shop is Rs.27,000. I...
B 94800
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