Question

In a village, there are $1500$ neem trees and $1200$ peepal trees. Out of these, $450$ treees are cut down to make a road. How many trees are left?

Answer 1

Step 1 :

Given :

Number of neem trees $=1500$

Number of peepal trees $=1200$

Now, Total number of trees in a village $=$ $ThH\mathrm{T}\mathrm{O}1500+1200$

We get,

$ThH\mathrm{T}\mathrm{O}1500+12002700$

Step 2 : Total number of trees left after making road

Number of trees cut down $=450$

Number of trees in the village $=2700$ ( calculated above)

Now, total number of trees after makin road $=$$ThH\mathrm{T}\mathrm{O}2700-450$

We get,

$ThH\mathrm{T}\mathrm{O}\text{Carry over}6102\cancel{7}\cancel{0}0-4502250$

Hence, the required number of tress left in the village are $2250$