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 I N T H E S U P R E M E C O U R T O F B R I T I S H C O L U M B I A Citation Mann v Ball, 19 BCSC 1580 Date 1902 Docket SSp e ci a l i ze d e xp o su re C o u rse w o rk co n st i t u t e s t h e b u l k o f t h e p ro g ra m w i t h p a rt i ci p a t i o n i n o ri g i n a l re se a rch st ro n g l y e n co u ra g e d B D I G E S T O F P R O G R A M A N D R E Q U I R E ME N T SF(t)dt h (1) Recall the theorem we justproved b a If we apply thattheorem tothe fraction in (1)with a = x b = xh 3 b a = h we get lim hœ0 ∫xh x f(t)dt h = lim hœ0 f(c) where c is somewhere in the interval x,xh In the limit as h goes to 0, c gets squeezed downtox Because f(x) is continuous we have that lim hœ0 A Bh3 Thf B H2o2 Naoh Aq Oh Styrene Phenylethyl Chegg Com –Ê'· ƒAƒ‰ƒtƒH[ "¯Œ^ ƒ~ƒfƒBƒAƒ€