The cost of a sapling of Mango, Jamun and Peepal is Rs 25, Rs 15 and Rs 10 each. The labour
cost for planting each sapling is Rs 0.70. The total amount that Ayushi has to get sanctioned for
plantation is?the number of trees of each kind will be 1120.
a) Rs. 55382
b) Rs. 58352
c) Rs. 50382
d) Rs. 59362
Answers
Given:
Cost of a sapling of Mango = Rs. 25
Cost of a sapling of Jamun = Rs. 15
Cost of a sapling of Peepal = Rs. 10
The labor cost of planting each sapling = Rs. 0.7
The number of trees of each kind = 1120
To find:
The total amount that Ayushi has to get sanctioned for plantation.
Solution:
Cost of planting mango saplings = 1120 (25 + 0.7)
= 1120 * 25.7
= Rs. 28,784
Cost of planting Jamun saplings = 1120 (15 + 0.7)
= 1120 * 15.7
= Rs. 17,584
Cost of planting Peepal saplings = 1120 (10 + 0.7)
= 1120 * 10.7
= Rs. 11,984
The total cost of planting the saplings is:
= Rs. 28,784 + 17,584 + 11,984
= Rs. 58352
The total amount that Ayushi has to get sanctioned for plantation is Rs. 58352, therefore the correct option is (b).
SOLUTION
TO CHOOSE THE CORRECT OPTION
The cost of a sapling of Mango, Jamun and Peepal is Rs 25, Rs 15 and Rs 10 each. The labour cost for planting each sapling is Rs 0.70. The total amount that Ayushi has to get sanctioned for plantation is when the number of trees of each kind will be 1120.
a) Rs. 55382
b) Rs. 58352
c) Rs. 50382
d) Rs. 59362
EVALUATION
Here it is given that the cost of a sapling of Mango, Jamun and Peepal is Rs 25, Rs 15 and Rs 10 each
So total cost of a sapling of Mango, Jamun and Peepal
= Rs ( 25 + 15 + 10 )
= Rs 50
Now the number of trees of each kind is 1120
So the total cost for all trees
= Rs ( 50 × 1120 )
= Rs 56000
Again the labour cost for planting each sapling is Rs 0.70
So the total labour cost for a sapling of Mango, Jamun and Peepal
= Rs ( 0.70 × 3 )
= Rs 2.10
So the total labour cost for each sapling of 1120 trees
= Rs ( 1120 × 2.10 )
= Rs 2352
Hence the total amount that Ayushi has to get sanctioned for plantation
= Rs ( 56000 + 2352 )
= Rs 58352
FINAL ANSWER
The correct option is
b) Rs. 58352
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