FMCC Worksheet

Instructions: Solve for the indicated quantity.

Solve $\ln (3) x + 5 = \ln (2) x - 7$ for $x .$

Solve $π x + \sqrt{3} = 2 x + \cos (2)$ for $x .$

Solve $\exp (4) x + 3 = \exp (2) x + \exp (5)$ for $x .$

Solve $\sqrt{5} x - \log (4) = π x + \sqrt{7}$ for $x .$

Solve $2 \sin (x) + \sqrt{3} = 4 \sin (x)$ for $\sin (x) .$

Solve $5 \cos (x) + \sqrt{2} = 3 \cos (x) - 2$ for $\cos (x) .$

Solve $4 \ln (x) + 3 = - 2 \ln (x) + \ln (4)$ for $\ln (x) .$

Solve $5 \exp (x) - \sqrt{6} = 2 \exp (x) - \cos (1)$ for $\exp (x) .$

Solve $3 f (x) - 4 f (2) = g (3) + 6$ for $f (x) .$

Solve $5 \sqrt{x} + \ln (3) = 4 \exp (2) - 3$ for $\sqrt{x} .$