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Theory
2:11
Q) If π¦=log[tan(π/4+π₯/2)], then ππ¦/ππ₯ is :(a) secx(b) cosecπ₯(c) tanx
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Q) If β3 (π₯^2+y^2 )=4π₯y, then find dy/dπ₯ at (1/2,β3/2).#cbseboard # #cbse #maths #cbse2027 #diffe
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Q) If π¦=logβ(secβπ₯) , then the value of ππ¦/ππ₯ at π₯=π^2/16 is(A) 1/π(B) π(C) ½(D) ¼
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Q) If f(x)={((logβ‘(1+ax)+logβ‘(1βbx))/x, for xβ 0 k, for x=0) is continuous at π₯=0, then the value
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