A tree is at present 9 feet tall. If every year it grows 1/9th of its height. What will be the height of the tree after three years?

This question was previously asked in
CSIR-CLRI JSA 2024 Official Paper-I (Held On: 16 Feb, 2025)
View all CSIR Junior Secretariat Assistant Papers >
  1. 12 feet
  2. 12.34 feet
  3. 13 feet
  4. 13.10 feet

Answer (Detailed Solution Below)

Option 2 : 12.34 feet
Free
CSIR JSA General Awareness Mock Test
20 Qs. 60 Marks 12 Mins

Detailed Solution

Download Solution PDF

Given:

Current height of tree = 9 feet

Every year it grows = 1/9th of its height

Time = 3 years

Formula used:

Height after n years = Initial height × (1 + growth rate)n

Calculation:

Growth rate = 1/9

Height after 3 years = 9 × (1 + 1/9)3

⇒ Height after 3 years = 9 × (10/9)3

⇒ Height after 3 years = 9 × (1000/729)

⇒ Height after 3 years = 9 × 1.371

⇒ Height after 3 years = 12.34 feet

∴ The correct answer is option (2).

Latest CSIR Junior Secretariat Assistant Updates

Last updated on Jun 24, 2025

-> The CSIR Junior Secretariat Assistant 2025 has been released for 9 vacancies.

-> Candidates can apply online from 17th June to 7th July 2025.  

-> The CSIR JSA salary ranges from INR 19,900 - INR 63,200 (Indian Institute of Petroleum, Dehradun & Institute of Microbial Technology) and INR 35,600 (Indian Institute of Toxicology Research).

-> The selection of candidates for this post will be based on a Written Exam, followed by a Computer Typing Test.

-> Prepare for the exam with CSIR Junior Secretariat Assistant Previous Year Papers.

Hot Links: teen patti game paisa wala teen patti master 2025 teen patti apk teen patti rules teen patti 51 bonus