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Hi tq for replying. For iii how did u get 0 squared tho?
You knew that when it comes to r-formula concepts,there are two r values (maximum and minimum) of which you denote a negative sign for the minimum and positive sign for the maximum...In this case,the minimum doesn't make a difference as it is still positive the moment you squared it...Well,the qns ask for a maximum..so the nearest r value is 0..Hope this answer your qn...
@mathaddict100 oh I see. So if they ask for 1/42+ (r etc)^3 the max value then it wldnt be 0 right. Sry if the qns is a bit stupid I js wna confirm.
hi,
can u post the qn again?
i can ans :)
can u post the qn again?
i can ans :)
@snell okay
Yes..Good Job!.. :) You can see it now...it depends on the power...Notice that even powers gives of a positive sign while odd powers still gives a negative sign.If it is cubic,it will be negative so the overall value will be maximum..It's ok to ask any foolish qn..You're learning..Its better to understand rather than not ask anything at all and keep making mistakes.. :)
@mathaddict100 ty for replying! Yea I’m learning hahaha
but like normally they when the r formula isn’t to the power of anything..why is it that the part next to R ( sin(etc) ) speficially must b -1 for min value and 1 for maximum value. Is there a significance behind it? And like why does it change when u add a power. I get the previous explanation but still..
but like normally they when the r formula isn’t to the power of anything..why is it that the part next to R ( sin(etc) ) speficially must b -1 for min value and 1 for maximum value. Is there a significance behind it? And like why does it change when u add a power. I get the previous explanation but still..
I guess you understood this already..
Oops,didn't know you're referring to the last qn...For it to be minimum,the r value should be minimum..not maximum..I didn't do the calculations and thought that the cube value is less than 42..So by mistake,I thought it is maximum overall..
Oh, its okay, thank you.