A garden has $2500$ trees out of which $5 %$ are orange tree, $30 %$ are mango trees and rest are lemon trees. find the number of lemon variety of trees
Total trees :- $2500$

125

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750

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1625

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1250

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None of these

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Solution

The correct option is B $1625$
$\begin{matrix} N o . o f o r a n g e t r e e = \frac{5}{100} \times 2500 = 125 N o . o f m a n g o t r e e = \frac{30}{100} \times 2500 = 750 N o . o f l a y m a n t r e e = 2500 - 750 - 125 = 1625 \end{matrix}$
Hence, the option $C$ is the correct answer.

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A garden has 2500 trees out of which 5 % are orange tree, 30 % are mango trees and rest are lemon trees. find the number of lemon variety of treesTotal trees :- 2500

The correct option is B 1625No.oforangetree=5100×2500=125No.ofmangotree=30100×2500=750No.oflaymantree=2500−750−125=1625Hence, the option C is the correct answer.

A garden has $2500$ trees out of which $5 %$ are orange tree, $30 %$ are mango trees and rest are lemon trees. find the number of lemon variety of trees
Total trees :- $2500$

The correct option is B $1625$
$\begin{matrix} N o . o f o r a n g e t r e e = \frac{5}{100} \times 2500 = 125 N o . o f m a n g o t r e e = \frac{30}{100} \times 2500 = 750 N o . o f l a y m a n t r e e = 2500 - 750 - 125 = 1625 \end{matrix}$
Hence, the option $C$ is the correct answer.