Question
Download Solution PDFIf the areas of two similar triangles are in the ratio 36 ∶ 121, then what is the ratio of their corresponding sides?
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFCalculation:
When two triangles are similar, their respective sides are in same ratio.
Also, (ratio of areas of triangles) = (Ratio of respective sides)2
Given, the ratio of areas of two similar triangles is 36 : 121
∴(Ratio of respective sides)2= 36 : 121
Taking square root, we get
⇒ (Ratio of respective sides)= 6 : 11
∴ Option 1 is the correct answer.
Last updated on May 28, 2025
-> The SSC has released the SSC CHSL exam calendar for various exams including CHSL 2025 Recruitment. As per the calendar, SSC CHSL Application process will be active from 23rd June 2025 to 18th July 2025.
-> The Exam Date for the SSC CHSL 2025 will be from 8th September 2025 to 18th September, 2025.
-> The SSC CHSL is conducted to recruit candidates for various posts such as Postal Assistant, Lower Divisional Clerks, Court Clerk, Sorting Assistants, Data Entry Operators, etc. under the Central Government.
-> The SSC CHSL Selection Process consists of a Computer Based Exam (Tier I & Tier II).
-> To enhance your preparation for the exam, practice important questions from SSC CHSL Previous Year Papers. Also, attempt SSC CHSL Mock Test.