Need help with the below 10 questions - please and thank you!!

A rm packages and ships 1-pound jars of instant coffee. The cost C of shipping is 40 cents for the first pound and 25 cents for each additional pound. Write C as a function of the weight W in pounds for 0 15, 000 b. 130 + 0.02S if S > 15, 000 O 60 if S 15, 000 d. -170 + 0.02S if S > 15, 000 OSketch the graph of the function and state Where it is increasing, decreasing, and constant. x) = II - xl Increasing: [1, on); Increasing: (do, a); Decreasing: (-oo, 1]; Decreasing: none; Constant: none Constant: none Increasing: none; Increasing: (-: 1]; Decreasing: (-00, 0); Decreasing: [1: ); . Constant: none . Constant: none Sketch the graph of the function and state where it is increasing, decreasing, and constant. f(x) = 4x - x2 Increasing: (-co, 2]; Increasing: (-0o, co); Decreasing: [2, co); Decreasing: none a. Constant: none b. O Constant: none Increasing: none; Increasing: (-co, 3]; Decreasing: (-0o, co); Decreasing: [3, co); c. O Constant: none d. O Constant: noneSketch the graph of the function and state where it is increasing, decreasing, and constant. f(x) = x2 -4 Increasing: (-0o, co); Increasing: none; Decreasing: none; Decreasing: none; a. O Constant: none b. O Constant: (-0o, co) Increasing: none; Increasing: [0, co); Decreasing: (-0o, co); Decreasing: (-co, 0]; c. O Constant: none d. O Constant: noneSketch the graph of the function and state where it is increasing, decreasing, and constant. f(x) = 3 - 2x Increasing: (-0o, co); Increasing: none; Decreasing: none; Decreasing: none; a. O Constant: none b. O Constant: (-0o, co) Increasing: none; Increasing: [0, co); Decreasing: (-0o, co); Decreasing: (-co, 0]; C. O Constant: none d. O Constant: none\fDetermine an equation of the line through the given point that is perpendicular to the given line. (1,3); 3y+4X5=0 O y (3/4)x 9/4 0 y (3/4)x+5 . . y = _(4/3)x _ 13/3 y = _(3/4)x _ 15/4 Determine an equation of the line through the given point (-1, 2) that is parallel to the given line. 3y+2x=6 o y = (3/2; + 7/2 a y = (2/3)x _ 8/3 Write an equation of (a) the horizontal line passing through the given point and (b) the vertical line passing through the given point. (-5, -2) I (a)x=-5