In a park, a bar graph shows the number of trees by type: Neem, Mango, Peepal and Banyan. There are 240 trees in all. Mango trees are twice the Neem trees, Peepal equals Neem, and Banyan trees number 40. How many Mango trees are there?

Question

Accepted Answer

100. Let Neem = n. Then Mango = 2n, Peepal = n, Banyan = 40. Total: n + 2n + n + 40 = 240 -> 4n = 200 -> n = 50. Mango = 2n = 100.

In a park, a bar graph shows the number of trees by type:
Neem, Mango, Peepal and Banyan. There are 240 trees in all.
Mango trees are twice the Neem trees, Peepal equals Neem, and Banyan trees number 40.
How many Mango trees are there?

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 7 Bar Graphs practice

In a park, a bar graph shows the number of trees by type:Neem, Mango, Peepal and Banyan. There are 240 trees in all.Mango trees are twice the Neem trees, Peepal equals Neem, and Banyan trees number 40.How many Mango trees are there?

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 7 Bar Graphs practice

In a park, a bar graph shows the number of trees by type:
Neem, Mango, Peepal and Banyan. There are 240 trees in all.
Mango trees are twice the Neem trees, Peepal equals Neem, and Banyan trees number 40.
How many Mango trees are there?