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anyway h is 2 , h is 1 is not good
I think h and k didn't had these valuesbinomial, a = 3
k<9 and k = 11
a = 8000 , r = 1.02
h= 1 k =22
a = 7 b= -4 , for no solution k > 7 , and k < 3
x = 146 , 323
range for which 2cos > -3sin , 0 >x> 146
SameI got h as 2 and K as 36
p and q were 2 and 6. i just found the points and showed their gradients were same to prove y=x idk if i'll get ecf for this methodDoes anyone remember the y=x question?
Yes but I took it further to find the equations of both tangents and then their point of intersection by solving them simultaneously. x and y coordinate was same so I wrote hence, it is proved.p and q were 2 and 6. i just found the points and showed their gradients were same to prove y=x idk if i'll get ecf for this method
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