Pythagorean Theorem in the X-Y Coordinate Plane - [8-8-5]
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- เผยแพร่เมื่อ 28 พ.ย. 2022
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In this lesson, you will learn how to apply the Pythagorean Theorem to problems in the xy coordinate plane. We need to apply the pythagorean theorem, which is c^2 = a^2 + b^2. To do this, we look at the points in the plane and subtract the y-coordinates and subtract the x-coordinates to find the values of a and b in the equation, the use the pythagorean theorem to find the straight line distance between the two points.
Thanks 👍🙏👍 good lesson keep going dear teacher ❤️👑👑
Thank you, I will
Nicely explained. My grandson understood.
Glad it helped!
Pythagorean theorem is so vital that it pops up often in maths. It helps not only to compute the distances that we can't measure actually but also evaluating periodic functions.
Well said!
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Thank you!
The formula is also used as part of the equation in a rocket launch plotting altitude / speed / thrust etc.
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Thanks so much!
Why x and y cartesian planes consider negatives and positives what is the theory behind proof
Good stuff 👍
Thanks 👍
Very good
Thanks!
Thank you so much
Welcome!
THANK YOU... SIR...!!!
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Congratulations sir
Thank you!
Sir can you explain from where we got the general form of linear equation ax+by+c=0
This equation is based on proportionality concept. If y is proportional to x i.e y = Kx =A/Bx, where B is change in x value and A is corresponding change in y value. C represents the vertical shift.
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I understand but how can you count the blocks. I don’t see them on your grid.
Unfortunately they didn’t show up on the video but I could see them on the page. So sorry! Hopefully you get that idea.
I will make them darker if I print a grid again.
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First 👌👌🤓🤓🤙🤙
Why you talk so much