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Popular Courses in Visakhapatnam
Diploma tuitions(mechanical)
By Shyam SundarEngineering Diploma TuitionGajuwaka, Visakhapatnam
I am having 3 years rich experience in handling diploma tuitions , i start each subject from badics, this course is beneficial those who are having backlogs, for demo class please contact. Read More
ONLINE CLASSES
By Rajkumar KizhedathIELTS CoachingSeethammadhara, Visakhapatnam
My IELTS or PTE classes are for a minimum of 45 days for both ACADEMIC and GENERAL. The classes are for 45 days and 90 minutes each day. Mock test on... Read More
DAY TRADING
By D PRAVIN KUMARStock Market TradingMaddilapalem KRM Colony, Visakhapatnam
INTRADAY TRADING The biggest challenge in day trading is the proper selection of stocks and timely... Read More
PRICE ACTION
By D PRAVIN KUMARStock Market TradingMaddilapalem KRM Colony, Visakhapatnam
LEARN THE ART OF PRICE ACTION It is a widely accepted theory that in trading, price is god. Price action is a technique that allows... Read More
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Show previous answers 
Dr. Sagar Kulkarni replied | 10 hrs ago
x/x = 1 is true only as long as x is not zero.
The Explanation:
Most of the time: If x is 5, then 5/5 = 1. If x is -100, then -100/-100 = 1.
The Problem: If x is 0, you get 0/0.
In mathematics, division by zero is impossible (it is not defined). Therefore, 0/0 does not equal 1.
Richa Arora replied | 13 Dec
60 to over 100 hours, depending on the individual's existing knowledge and the depth of the course. This is part of a total recommended study time of 170-200 hours, which also includes significant time for self-practice.
Sana Begum replied | 2 hrs ago
The ideal number of recorded content hours for DipIFR preparation typically ranges from 60 to over 100 hours, depending on the individual's existing knowledge and the depth of the course. This is part of a total recommended study time of 170-200 hours, which also includes significant time for self-practice.
Chandrabhan Vithal Zarekar replied | 05 Dec
Dr Pandit Sri Sidhant Arun is a best astrologer in Banglore.
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Nidhi Jain replied | 14 hrs ago
$The answer is No, \frac{x}{x} is not always equal to 1. Reason: If x is any number other than zero (x \neq 0), then \frac{x}{x} = 1 is correct. But if x = 0, then the expression becomes \frac{0}{0}. In mathematics, division by zero is undefined. Conclusion: \frac{x}{x} = 1 is only true for all x except x = 0.$