Master of Science in mathematics. Pursuing PhD in UC Riverside
Finding Points of Intersection In Exercises $27-34$ , find the points of intersection of the graphsof the equations.$$r=1+\cos \theta$$$$r=1-\sin \theta$$
Using the definition, calculate the derivatives of the functions. Then find the values of the derivatives as specified.$$f(x)=4-x^{2} ; \quad f^{\prime}(-3), f^{\prime}(0), f^{\prime}(1)$$
Using the definition, calculate the derivatives of the functions. Then find the values of the derivatives as specified.$$g(t)=\frac{1}{t^{2}} ; \quad g^{\prime}(-1), g^{\prime}(2), g^{\prime}(\sqrt{3})$$
Using the definition, calculate the derivatives of the functions. Then find the values of the derivatives as specified.$$p(\theta)=\sqrt{3 \theta} ; \quad p^{\prime}(1), p^{\prime}(3), p^{\prime}(2 / 3)$$
Find the indicated derivatives.$$\frac{d y}{d x} \text { if } y=2 x^{3}$$
Find the indicated derivatives.$$\frac{d s}{d t} \text { if } s=\frac{t}{2 t+1}$$
