The hight of the a particular tree is increasing at the rate of 10 CM ...
**Problem:**
The height of a particular tree is increasing at the rate of 10 cm per month. What would be the height of the tree after 5 years if its present height is 10 m?
**Solution:**
To solve this problem, we need to find the total increase in height over a period of 5 years and then add it to the present height of the tree.
1. Convert the present height of the tree from meters to centimeters:
Present height = 10 m = 10 * 100 cm = 1000 cm
2. Find the total increase in height over 5 years:
Rate of increase = 10 cm/month
Number of months in 5 years = 5 years * 12 months/year = 60 months
Total increase in height = Rate of increase * Number of months
= 10 cm/month * 60 months
= 600 cm
3. Add the total increase in height to the present height of the tree:
Final height = Present height + Total increase in height
= 1000 cm + 600 cm
= 1600 cm
4. Convert the final height from centimeters to meters:
Final height = 1600 cm = 1600 / 100 m = 16 m
**Answer:**
The height of the tree after 5 years would be 16 meters.
The hight of the a particular tree is increasing at the rate of 10 CM ...
Present Height is 10m
The height of a particular tree is increasing at the rate of 10cm per month
1 month=10cm
12 month=1 year is 10x12=120cm
5 years is = 120x5=600cm=6cm
Present Height =10m
After 5 years =10m+6m=16m.
Thus,After five year the Height of tree would be 16m.