MATH 2263 Midterm: MATH 2263 UMN Exam 1 Solutions

• School: UMN
• Department: Mathematics
• Course: MATH 2263
• Professor: All

Document Summary

Find the equation of the line in both slope-intercept form and point-slope form that goes through the points ( 2,10) and (6, 2) Find the slope of the secant line between: 300 g (1) 6, g g g g g (4) (1) (4) 3, Find the instantaneous velocity at t=1 using limits if s t t+ 400 (1) 3 s v avg v avg v inst s (1) Find the secant slope and equation of the tangent line at t=3 using limits if f t. 2 t (3) 5 f m s m s f t t f (3) Differentiate and find the tangent line at the given point. f x. Differentiate using the definition of a derivative: y = 5 take x=b as "given point" y lim b x lim b x. ) 4( x b x when b x b. 2 x h x x e x x. ** can simplify slightly if desi d re.