Solving Expressions Analytically 1 point Consider the following equation tan a 2 In order to solve this, you first have to restate it as being equal to zero: tana-2-0. Next, you feed this left-hand expression to sympy and ask it to solve for a. Your answer should be stored in a variable result, which will be a 1ist containing one sympy expression Starter code (cck to view) 1 import sympy 2 a sympy.S( a' Answer1 result -sympy.tan( a2 4 sympy.tan( a 2- 5 sympy.solve(sympy.tan(a))