The track shown below has the following featu res: From Point 1 to Point 2. the track is a frictionless smooth curved ramp. From Point 2 to Point 3. the track is horizontal and rough. with coefcients of static and kinetic friction ,u, and ms respectively. with a length of d2. From Point 3 to Point 4. the track is inclined at an angle Aand still rough, with the same coefcients of static and kinetic friction as the section from Point 2 to Point 3. A block of mass m is released from a verticai height H and slides down the smoothcuwed ramp and onto the horizontal section of track. The distance d 1 shown on the section of track between Point 3 and Point 4 may or may not be relevant for the specics of this problem. Again. the curved portion of the ramp is smooth. The gure is not necessarily drawn to scale. Let m = 136000 It; yl : 26'00000cm. d1 = 34.00000 cm, A = 38.00000 degrees. it. = 0.6] 900 and m. : 0.43700. (Again. the gure is not drawn to scaie. ltyou want to get the correct answers, you wili need to use g . 9.80000 W52!) What is the total mechanical energy.r of the block at Point 1, in Joules and to three decimal places? b. What is the speed of the block at Point 2. the bottom of the smooth curved ramp, in this and to three decimal places? What is the speed of the block at Point 3. the bottom of the incline of angle A in m/s and to three decimal places? Let the distance d; be the highest point the block travels uplheincllne. What istheworlt done hyfrlclion on the block as the block moves up the intiine a distinct dhin Joules and to three dximal places? d _ [II the block does not move up the inciine, then enter an answer at '0' in the appropriate formaL) Let the distance d1 be the highest pointthe block travels up the incline. What is the distance d1 that the block moves upthe incline, in meters and to three decimal places? 9 _ llfthe block does not move up the incline. then enter an answerof '0' inthe appropriate format.)