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Find the number of ordered pairs | HCF | Number System | Quantitative Aptitude | Tomato Book
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In this video, we will solve a problem that is based on the topic of HCF, the number system.
Reference: Tomato Book question 177
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Watch the full video to solve the practice question(3:14) at the end and comment down your answers.
📌 Time Codes :
0:00 - Introduction
0:51 - Solution Begins
3:14 - Practice Question
📒Topics Discussed in the video:
📌 How to apply the properties of HCF
📒 Question discussed in this video :
Find the sum of the following :
The number of ordered pairs (x,y) of positive integers such that x + y = 90 and their GCD is 6 equals
📒 Practice question at the end :
How many pairs of positive integers (m,n) are there satisfying m^3 - n^3 = 21
Ace In Academy is a start-up by Shivam Pasari to Provide the best quality lectures on all the fields of maths from class 6 to university level and for any competitive exam and olympiad.
Subscribe to the Ace In Academy Youtube channel to get access to high-level videos on all mathematical concepts.
Ace-In-Academy Telegram channel for Cat:
Whatsapp group link for CAT preparation:
#hcf
#value
#maths
Reference: Tomato Book question 177
📌 Subscribe to our YouTube channel now
👇👇👇👇👇👇👇👇👇👇👇👇👇👇👇👇👇
Watch the full video to solve the practice question(3:14) at the end and comment down your answers.
📌 Time Codes :
0:00 - Introduction
0:51 - Solution Begins
3:14 - Practice Question
📒Topics Discussed in the video:
📌 How to apply the properties of HCF
📒 Question discussed in this video :
Find the sum of the following :
The number of ordered pairs (x,y) of positive integers such that x + y = 90 and their GCD is 6 equals
📒 Practice question at the end :
How many pairs of positive integers (m,n) are there satisfying m^3 - n^3 = 21
Ace In Academy is a start-up by Shivam Pasari to Provide the best quality lectures on all the fields of maths from class 6 to university level and for any competitive exam and olympiad.
Subscribe to the Ace In Academy Youtube channel to get access to high-level videos on all mathematical concepts.
Ace-In-Academy Telegram channel for Cat:
Whatsapp group link for CAT preparation:
#hcf
#value
#maths
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