CLEAR
Toprankers-Info

+91 7676564400

Mobile App

Get it on Google Play
Discussions
Select Date
Tags:

Articles

Discussions
Submit Discussion
Ramkrishna Mns

· started a discussion

· 1 Months ago

Change the answer (Question: 117234.0 )

Diameter of circle is a/root2 then radius will be a/2root2
Circumradius of equil triangle with side A will be A/root3
Now A/root3 =a/2root2
So A =aroot3/2root2
So finally area of equil triangle with side A will be 3root3a^2/32

Question:
What is the area of the inner equilateral triangle if the side of the outermost square is ‘a’? (ABCD is a square).

Options:
A) \(\cfrac{3\sqrt[]{3}a^2}{32}\)
B) \(\cfrac{\sqrt[]{3}a^2}{16}\)
C) \(\cfrac{5\sqrt[]{3}a^2}{32}\)
D) \(\cfrac{5\sqrt[]{3}a^2}{64}\)
Solution:
Ans: (b) \(BD=a,EF=\cfrac{a}{2}\)

\(\therefore\) area of equilateral triangle EFG \(=\cfrac{\sqrt[]{3}}{4}\left ( \cfrac {a}{2} \right )^2=\cfrac{\sqrt[]{3}a^2}{16}\)

Knowledge Expert

· commented

· 1 Months ago

@kundan

Dear Student,

Its not same, option(a) = 3/2*option(b)

Hope you have a great learning with us!!

All the Best,
Team Toprankers

Talented Boy

· commented

· 1 Months ago

Yet to be approved!

kundan

· commented

· 1 Months ago

a option kyo nhi h

kundan

· commented

· 1 Months ago

same answer

Abhishek Shah

· commented

· 1 Months ago

same in my case :)
-logo
We at aim to provide most comprehensive content & test for practice which is carefully divided into various chapters and topics to help you focus on your weak areas.Our Practice mock test gives you unmatched analytics to help you realize your strong areas,time management and improvement areas.Our Short & Crisp notes on each topic will help you to quickly revise the topic along with the tips & tricks of the exams.
More About
-Info
-Info

Mobile App

Get it on Google Play
About Us Campus Ambassador Careers Contact Us Refund Policy

All Rights Reserved Top Rankers

User Policy
Disclaimer
Terms & Conditions