Mr Eddie! I just wanted to say hello, I am an engineering student who has been feeling a very real lack of motivation recently. Today, I discovered your channel and have been binge watching your videos about integrals and calculus, and I have to say that I am truly in love with maths, maybe even more than I have ever been. Thank you so much for being a great teacher!
What is the basis for the claim that the argument of z in the first problem is 3pi/4? That seems utterly arbitrary. ‘It looks like it’ is not a mathematical approach?
The explanation of the third question, I think, can be improved. What Eddie taught is the tricks to solve it, but doesn't show much reasons. Instead, the curve is the locus of points satisfying the equation. Firstly, find the arguments of each of the two complex numbers. Secondly, the angles between the two complex numbers can be shown as either pi/3 or 2pi - pi/3. Therefore, choose the equation which gives the right angle.
Sir where are you from.I am from India.I completed my graduation in physics,chemistry and mathematics.I want to study from you.How i get admission in your university.please help me sir.
@@jsgames6843 sir in india, bachelor of science contains three subjects maths,physics and chemistry for the students who select maths in senior secondary education.
Mr Eddie! I just wanted to say hello, I am an engineering student who has been feeling a very real lack of motivation recently. Today, I discovered your channel and have been binge watching your videos about integrals and calculus, and I have to say that I am truly in love with maths, maybe even more than I have ever been. Thank you so much for being a great teacher!
Hi
I Love So much your method of teaching mathematics
Hi
Stocks are good investment too
I heard that she strategies are really good
Hi
I’m in 9th grade taking accelerated classes and I love watching your vids. Keep it up man
I'm still in the fetus and I'm learning about quantum mechanics
I am still a sperm and able to solve Fermat problems
What is the basis for the claim that the argument of z in the first problem is 3pi/4? That seems utterly arbitrary. ‘It looks like it’ is not a mathematical approach?
Can someone please post a link to the paper so we can have a go before watching the solutions?
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Which paper is it
Beautiful......
How do you determined that the angle z is 3/4 pi?
Use trigo ratio and pythagoras theorem
The explanation of the third question, I think, can be improved. What Eddie taught is the tricks to solve it, but doesn't show much reasons. Instead, the curve is the locus of points satisfying the equation. Firstly, find the arguments of each of the two complex numbers. Secondly, the angles between the two complex numbers can be shown as either pi/3 or 2pi - pi/3. Therefore, choose the equation which gives the right angle.
Sir where are you from.I am from India.I completed my graduation in physics,chemistry and mathematics.I want to study from you.How i get admission in your university.please help me sir.
You have degrees in physics, chemistry and math? What?
I’m pretty sure his an Australian high school teacher, tho he really should be teaching at university xD
His much more motivated then my lecturers
@@jsgames6843 sir in india, bachelor of science contains three subjects maths,physics and chemistry for the students who select maths in senior secondary education.
@@mathstrickswithrandeep5208 how many years is that?
@@jsgames6843 it is 3 year graduation.
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