Your videos are life changing. I have achieved a lot of great success in my Engineering field watching your videos. Thank you and your team for making these great contents available for free to all ppl.
thank you. what i like about your videos is you give all those little details that many'd just skip in their (very amazing) videos. those are exactly what i am looking for so many times.
Thank you so much! I was unsure how the awnser of a problem where I have to find argument of a problem simply indicated as being -3i (so the real axis (Re) is 0), but you explained it perfectly in how the angle is measured from different segments. Because the point is in the 3pi over 2 line, the angle is pi over 2 (I know it's shown as a minus, but my teacher always siad an angle can never be negative so that's what had me confused and I THINK I understand it now, thanks to you). I would never have even known how to ask about this, but you awnsered it so perfectly, thank you sooo much!
A big thanks to Exam solution......its really helps me much to understand maths in a descent and easy explanation.....you removes my mathofobia slowly ...
Sir thank u so much. I got my annual examinations next week and math is the 2nd exam... I completely forgot how to do this but you explained it so simply...
The word is quadrant. The first quadrant is the section in the top right of the cross going from 0 to 90 degrees. The 2nd quadrant is the top right going from 90 to 180 degrees. The 3rd quadrant goes from 180 to 270 degrees and the 4th quadrant from 270 to 360 degrees.
Bruh...u explained this within 16 mins and 49 seconds and made me understand while my teacher explained it over an hour and i still couldn't understand.
It's much easier to just consider this rule: argz=tan^-1(y/x) (+/ - pi for fourth and third quadrant respectively) i.e. Add pi if z on the argand diagram falls in the top left quadrant. Subtract pi if z on the argand diagram falls in the bottom left quadrant.
I have a question. Let's say z=1+i Argument of z would then be equals to 45 degrees. How about the argument of 2z? Do you take 2 times 45 degrees? Or is the argument of 2z still equals to 45 degrees?
I just understand that if the real number is negative then you are going to have 'negative(π negative the answer in rads)' Thank you so much sir jah Bless
![Complex Numbers : Mod-Arg form r[cos(x)+isin(x)] : ExamSolutions](/img/1.gif)
You have been helping me since i started a-level and are continuing to help me throughout me degree! THANK YOU!!!!!
Dan Waggon Pleased to be of service. Having your support means a lot.
Saaaame im currently in A-levels tho
Yeah im currently doing Pure Maths in A levels Goodluck
This taught in our country in 11 grade
@@sandeepSingh-bs4cl A levels is the final two years of high school
Your videos are life changing. I have achieved a lot of great success in my Engineering field watching your videos. Thank you and your team for making these great contents available for free to all ppl.
This tutorial helped me so much. I couldn't believe how much I learnt within the space of 16 minutes. You have an excellent teaching style!
This guy! I swear without him I may as well just forget maths and further for a-level. Keep doing what you're doing! ❤️💪
Got an A* in FM because of you legend
Make sure your calculator is in radians mode. I suspect it is in degrees mode.
How do I take the calculator to radians mode in casio fx-991
@@imranalif4792 Shift > Menu > 2:Angle input > 2: Radian
It’s been 9 years, and it still helps students like me.
My maths due date is tomorrow and here I am because I was lost in class.
thank you sooo much, really helpful. when i get a job im donating to all the people who make videos like this on youtube
Pleasure, pleasure, pleasure.
Thank you so much. I was completely lost in class, then I found this video, and I finally understand! 😊❤❤
Chloe Millar
Well done.
Thanks - my website makes navigation easier though.
Its chewsday innit?
I wish I knew this site in my Ordinary and advanced level days. I'm a Maths Teacher, and it's really helping me out.
Glad it's useful to you!
i realli like your clear explanations ;]]]]] may god bless you bro
Considering this video is over 8 years old you probably won’t read this but Thankyou so so much you have an excellent teaching style
You are a lifesaver
Thanks for your support
You are the best teacher ever. May God bless you.
thank you. what i like about your videos is you give all those little details that many'd just skip in their (very amazing) videos. those are exactly what i am looking for so many times.
thank you! i thought this topic was so confusing when i did it in class, but this made perfect sense
Thank you sir this video is very helpful to me. I was not understanding this topic in my collage.
Thank you so much! I was unsure how the awnser of a problem where I have to find argument of a problem simply indicated as being -3i (so the real axis (Re) is 0), but you explained it perfectly in how the angle is measured from different segments. Because the point is in the 3pi over 2 line, the angle is pi over 2 (I know it's shown as a minus, but my teacher always siad an angle can never be negative so that's what had me confused and I THINK I understand it now, thanks to you). I would never have even known how to ask about this, but you awnsered it so perfectly, thank you sooo much!
Thank you so much for taking the time to do this. You are amazing.
Great help! Saved me big time!
Thank you soooo much !!!! you are the best. I spent the whole day looking for explanation but no one was able to explain it that clear . THANKS!
I was very confused with handling signs... After your explanation i feel m blessed... Thank u
That's good.
Unbelievable video helped me a lot. Thanks
Good to hear. Best wishes.
A big thanks to Exam solution......its really helps me much to understand maths in a descent and easy explanation.....you removes my mathofobia slowly ...
Thanks a lot you solved a big problem
thanks a lot sir......it was a great explaination...loved it...very very interesting and helpful...
Cheers
THANK YOU! I LOVE YOU! you are saving me
That was so much useful!! THANK YOU SIR YOU ARE BRILLIANT 👏👏👏
Thank you. Everything is clear and the examples are good.
BEST TUTORIAL DUDE KEEP UP THE WORK!!!!
This video literally saved me after a long time of trying to figure it all out. Thanks and subbed!
Thank you. Amazing video
Thanks
it was very helpful thank you
Tomorrow is my exam..thanx for the explanation 🤩
Yes
Sir thank u so much. I got my annual examinations next week and math is the 2nd exam... I completely forgot how to do this but you explained it so simply...
Thank you so muchhhhh... I could understand very easily 😆😆😆
Brilliant explanation 🙏
Nice, very clear. Thanks 😊
YES THANK YOU FINALLY I UNDERSTAND YAYYYYYYYYYY
just found your channel today. tqvm for the best explanation
this is still helpful even after 8 years
Maths is timeless.
excellent lecture sir
Thanks a lot, i was reading on my textbook and didnt understand much but you got me in 17min thanks!!
No problems - Thanks for using the website.
This is awesome! thanks for explaining it so clearly! I have been following your channel and its really good!
This was so helpful, thank you!
bangin vid, straight to the point. cheers
Thanks, this was helpful.
You're welcome!
This video really helped!! Thanks a lot!!!
a real life saver ! thank you so much for making these videos.
Thank you for your support
seriously this is very helpful!
thanks a lot!!
Thank you so much!!! This was explained really poorly in my lectures
Hi
Best explanation!
thanx.... u r awsm ....u r great,,.. i hate maths at a tim but aftr tautng u i love maths,,thank u
Great vid! Another care should be taken when talking about Arg(z) and arg(z).
hey are you gonna finish fp1 videos?i love the quality, and im selfteaching fp1
Amazing, thanks alot
very precise and to the point. thanks
yes
fantastic as ever , makes it so easy thanks
Brilliant - looking forward to my exams now!!
How was the exam
Yes I will but not till later this year now.
May God bless you sir...Thank you very much
And you
Massive thank you! So beautifully explained
thanks
Thanks a lot. your video helps me a lot!
Yo made it look so easy thank u
Excellent explanation
Helped a lot👍
you are GREAT, thanks a lot!!
It was really helpful. thank you so much!
Wow! Thank you so much
Thanks a lot
Very very helpful :)
thank you sir amazing work
God Bless You
And you
Thank you so much! This video has helped so much, I really appreciate your work
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Tomorrow I have a maths test and u saved me....
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question? do you require to keep your calculator in radians mode all the time for complex numbers?
The word is quadrant. The first quadrant is the section in the top right of the cross going from 0 to 90 degrees. The 2nd quadrant is the top right going from 90 to 180 degrees. The 3rd quadrant goes from 180 to 270 degrees and the 4th quadrant from 270 to 360 degrees.
Very helpful thanks
Great video sir
Thank you so much!
Bruh...u explained this within 16 mins and 49 seconds and made me understand while my teacher explained it over an hour and i still couldn't understand.
It's much easier to just consider this rule:
argz=tan^-1(y/x) (+/ - pi for fourth and third quadrant respectively)
i.e. Add pi if z on the argand diagram falls in the top left quadrant.
Subtract pi if z on the argand diagram falls in the bottom left quadrant.
how do you know where to label the acute angle (alpha) on the line of Z
Yep, I rely on donations and advertising
Thank you for thid interesting video
I have a question.
Let's say z=1+i
Argument of z would then be equals to 45 degrees. How about the argument of 2z?
Do you take 2 times 45 degrees? Or is the argument of 2z still equals to 45 degrees?
Still 45 degrees. The mod is doubled though.
very very helpful.Yhank you
You're welcome
Good luck.
Thanx really helpful!!!
Great video
I just understand that if the real number is negative then you are going to have 'negative(π negative the answer in rads)'
Thank you so much sir jah Bless
at 6:21, why do u use the modules of b and a, and not just b and a?
Pleasure
Big help
Thanks
Great video