How to Convert Cartesian to Parametric Form of Equation for any Circle -GCSE-EDEXCEL-SAT

[@Daeqius_Money]

My Man! Love the explanation

[@MathematicsTutor]

Thanks

[@MathematicsTutor]

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Thanks

[@gesavijusairbp7750]

Thank you, your explanation is simple and clear. I really apreciate it.

[@PokemonI-vh5sn]

Thanks sir

[@MathematicsTutor]

Thanks for appreciation

[@StarmanTrump]

Thank you. Very helpful. I have a better understanding now.

[@dulcemondonedo3685]

thank you, hope you keep making videos like this

[@chittibabu3014]

Excellent 💯💯

[@nayana9223]

Thanks a million!!

[@muthunayakigangeswaran1778]

Sir I want ans of this sum
That is
The circle x*2+y*2=a*2, with Center at origin and radius 'a' as a parametric form x= a cos u and y= b sin u
tell me the crct ans sir

[@saurabhgupta2972]

Thank you sir

[@tamalipal9127]

Thank you

[@afnanm9564]

THANK YOU SO MUCH

[@sanatani_adarsh]

❤️👍

[@mdshoyebshah8713]

Thankyou Sir

[@namename3130]

Those are funky 'r's

[@audryk.7825]

You converted cartesian to polar and NOT cartesian to parametric

[@namename3130]

Something is polar where it is purely in terms of r and ø as variables. He was expressing x and y in terms of only ø because r is not a variable, it will have a fixed value. Therefore ø is the parameter and he was not entirely converting to polar

[@herbansari3135]

Thank you sir