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The question is wrong
y=3x+√6
π/4
(A+B)(A'+C)+B(C+C')
=>AC+A'B+B(C+C') (Taking B common)
=>AC+A'B+B (a+a'=1)
=>AC+B(1+A') (1+a=1)
=>AC+B
Hence Proved
2/3
(2/3)(cos x2 /x)
15
The Line 2x=3y=10
Ltx→Π/2 cosx log tanx
Ltx→Π/2 log tanx/sec x (0/0)
Using L'Hospital's Rule
Ltx→Π/2 ((1/tanx)sec x)/sec x tan x
Ltx→Π/2 cosec x/ tan x
Applying the Limit we have
1/∞=0------> Ans
3) Urea
