Unformatted text preview: (iii) (4 pts.) Verify that the two algebraic expressions obtained in parts (i) and (ii) agree at r = 1, and that the same is true about their ﬁrst derivatives. Also, conﬁrm that the result of (ii) is correct for r = √ 2. (iv) (2 pts.) Using MATLAB or any other graphing tool, generate and submit a plot of P [ R ≤ r ] against r , for r ∈ [0 , √ 2]. (v) (3 pts.) Determine P [0 . 8 < R ≤ 1 . 2]....
View Full Document
- Fall '05
- Trigonometry, Inverse function, Inverse trigonometric functions, uniform probability assignment