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at-h-2-a-t-k-2-R-2-where-a-h-k-R-are-constants-Then-find-s-2-t-1-t-2-2-1-1-t-1-2-t-2-2-where-t-1-t-2-are-roots-of-eq-at-top-




Question Number 48482 by ajfour last updated on 24/Nov/18
(at−h)^2 +((a/t)−k)^2 =R^( 2)   where   a, h, k, R are constants.  Then find      s^2  =(t_1 −t_2 )^2 (1+(1/(t_1 ^2 t_2 ^2 )))   where t_1 , t_2  are roots of eq. at top.
(ath)2+(atk)2=R2wherea,h,k,Rareconstants.Thenfinds2=(t1t2)2(1+1t12t22)wheret1,t2arerootsofeq.attop.

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