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ond Category: Logarithmic Functions (Inverses of Exponentials) 10 ) h (x ) = In(x - sin (5x) + 2 ) 11) h(x ) = In(5x
ond Category: Logarithmic Functions (Inverses of Exponentials) 10 ) h (x ) = In(x - sin (5x) + 2 ) 11) h(x ) = In(5x - 8) -x *= In(y? - sin ( sy+2) 7 x + 2 hey)= (in (5x-8 ) -x4 ) ex - y3- sinbyja 7 x + 2 y ? - sin (sy ) = ex- 2 X = (in( 5y - 8) - 4+ ) /4 + 2 " ( y 3 - sincsy ) = ex - 2 y = ex . a 42 - sin ( sy ) 12) h(x) = log, (x - sin(5x) + 2 ) log (5x - 8) - x 13) h (x ) = 7x + 2 Third Category: Requires Logarithmic Differentiation (Variable Base and Variable Exponent) 14) p(x) = x3tan (x) 15) p(x) = (sin(3x)) 4x"
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