Hey, thanks for the video. A quick question though, In the last example of converting 4e^pie/4 back to rectangular form, when you got to the part of 4(cos^pie/4) how did you arrive at 2 square root of two. Thanks
Please sir if you ask to determine the fourth roots of Z in trigonometric from how can you do that.for example equation like Z= -8(1-√3) (1) determine the fourth roots of Z in trigonometric form. (2) Express each fourth root in rectangular from.
Wow very nice video but sir pls i would love to know pls ,what version of calculator did u use to type cos pie/4 to give u root 2/2 Because when i was watching the tutorial i stop to solve the last question myself and i arrive at 2.8+2.8i
Thank you so much. I've watched many videos from other channels, and you explained the process quickly and easily.
Thank you 🙏
Very good sir
Thank you so much for this video!
Excellent video, thank you
-1-i
seems to be the answer. Am I right?
Thanks 😊
My best tutor😊
Hey, thanks for the video. A quick question though, In the last example of converting 4e^pie/4 back to rectangular form, when you got to the part of 4(cos^pie/4) how did you arrive at 2 square root of two. Thanks
4(√2/2) 2 will divide 4 2times
Therefore 4(√2/2) = 2√2
Please sir if you ask to determine the fourth roots of Z in trigonometric from how can you do that.for example equation like
Z= -8(1-√3)
(1) determine the fourth roots of Z in trigonometric form.
(2) Express each fourth root in rectangular from.
Wow very nice video but sir pls i would love to know pls ,what version of calculator did u use to type cos pie/4 to give u root 2/2
Because when i was watching the tutorial i stop to solve the last question myself and i arrive at 2.8+2.8i
An app (Photomath)
Sir tambuwal are you okay I think you are busy last two day you are not post new video
Not feeling fine
Is the answer 1-i?
I got -1-i
@@zamzammohamed4372 ohh 🤦🏼♂️