Question
Find the area of the region enclosed by the curves : y =
0, x = |y| and y = |x - 2|.Solution
We know that y = 0 is 'x-axis'. Now, for x = |y|, 'y' will be positive for any value of 'x'. So, essentially its only x = y but without any negative values of 'y'. So, we will get a 'V' shape graph along the 'y' axis. Similarly, y = |x - 2|, will be 'V' shaped along the 'x-axis' and since, we are subtracting -2, the origin of the line will move from (0,0) to (2,0). So, required area = Area of triangle So, Area of triangle = (1/2) X 2 X 1 = 1 square units
Tansen, the music legend was a courtier in which of the following courts before coming to Akbar?
Which of the following hyderabad-based startup gets India’s first real-time Gold ATM?
Consider the following statements:
1. Population change in an area is an important indicator of economic development of that region.
2. Po...
Which city is scheduled to host the Commonwealth Games 2022?
Which of the following state is the highest diamond producing state in the country?
Which Indian state launched Project Swasthya Nagaram for TB-Free Municipalities?
Which nation hosted the 6th BIMSTEC Summit 2025?
What was the Non-Performing Loans (NPL) ratio in March 2023 for India?
Hindola castle and ship mansion are related to which regional architecture style?
Which of the following states stands at number one in terms of route kilometers at the end of the year 2019-20 as per the Indian Railways Yearbook 2019-20?
