Can you please solve this problems correctly?

Version A Test: Unit 4 Applications of the Derivative Name Rajondeep Bhullar Part It NON CALCULATOR 3 310 - 450 410 350 XIS20 14. Fort 2 0, Jevin is jogging along a straight path. At select mes t, levin's velocity is given in the table above. levin's distance from the start of the path is given by s(t) and it is known that's (4) = 1520 (2) Estimate / (2). Include units of measure. AROC slope rise V ( 2 ) = 590 X Yz-Y = F(b)of()- 41- 450 xzx b - a 3-1 (b) Use a tangent lime approximation to s(t) att = 4 to approximate s (6). = - 20 #t/ s ( 6 ) = 650 ft / min 350 X (c) levin's distance from the start of the path can also be modeled by d(s) = 452 5s + 10 where d is measured in yards and s is the total number of steps Jewin has taken. If Jevin jogs at a constant rate of 100 steps per minute, find the rate that Jevin's distance from the start of the path is changing with respect to time, in yards per minute, when s = 200. Related d (s ) = 45- 452 Rates 55+ 10 15s OFF = quotient rule X (d) levin's friend Katyinn is also jogging along the path during the same time period. Her velocity is modeled by the equation vx (t) = 400 sin (7 . Find ax(2). Is Katlynn's speed increasing or decreasing att = 2? VK ( t) = 400 sin (2It ). ax( t)- VX ( t ) = chain sys ) = 346. 41016 OK ( 2 ) - 346 , 410 speed ing V(E ) *TO katy mo's speed is decreasing at t have same sign VED * alth have lit