Practice problem
Solve for xxx:
cos(x)+y=ln(z)\cos(x)+\sqrt{y}=\ln(z)cos(x)+y=ln(z)
x=sin(ln(z)−y)x=\sin(\ln(z)-\sqrt{y})x=sin(ln(z)−y)
x=cos(ln(z)−y)x=\cos(\ln(z)-\sqrt{y})x=cos(ln(z)−y)
x=cos−1(ln(z)−y)x=\cos^{-1}(\ln(z)-\sqrt{y})x=cos−1(ln(z)−y)
x=cos−1(ln(z)+y)x=\cos^{-1}(\ln(z)+\sqrt{y})x=cos−1(ln(z)+y)
Type a concept, like “slope” or “photosynthesis”.