Discussion :: Square Root and Cube Root  General Questions (Q.No.11)
11. 


Answer: Option A Explanation:

Diana said: (May 30, 2013)  
How to solve this problem? 
Gannu said: (Aug 11, 2013)  
Sqrt (625) = 25;. Sqrt (196) = 14;. Sqrt (25) = 5;. Here sqrt = square root of "<number>"; Hence put those in expression and get the value. 
Renu Bisht said: (Sep 1, 2014)  
Is there any trick to get square root of larger number? 
Ramya said: (Feb 20, 2015)  
Writing their root values and calculate. 
Pooja Singh said: (Jun 23, 2015)  
How the answer coming 5 please explain me? 
Pooja Halder said: (Jun 30, 2015)  
25/5=5 and 11 and 14 is been cancelled out. 
Ajo Kunju said: (Oct 19, 2015)  
How the answer 5 be possible? 
Pooja said: (Jun 14, 2016)  
How 5? The answer is 1.78 or 25/14. 
Amandeep Kaur said: (Jun 7, 2017)  
Ans is 5. @Pooja and @Ajo Sqrt of 625 is 25 * 25, Sqrt of 25 is 5 * 5, Sqrt of 196 os 14 * 14. Now we will write 25/11 * 14/5 * 11/14then if we cut these we will get 25 will cancel by 5 in 5 as 5 * 5 is 25. 11/11 will be same and that's why it will cut as well as 14 /14 it will also be cut. So, finally, 5 is left so the real answer is 5. 
Ankit Maharia said: (Jul 15, 2018)  
@All. When we make square root then it must be done for both numerator and denominator. 
M Dhanush said: (Apr 24, 2019)  
25/11 * 14/5 * 11/14 = 5. 
Tayung said: (Oct 8, 2020)  
25/11 , 14/5, 11/14 = 5. 11, 14 will be cancelled as it is repeated remaining 25 and 5 is 5 * 5 = 25. And so that the answer is 25. 
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