v1=v0*sqrt(1+2*a2*1/(v0^2)) t1=(v1-v0)*1/a1 t2=a*t1/2 l2=v1*t2-a2*t2^2*1/2 v2=v1-a2*t2 v=v2-v0 v0=50 a1=201/5 a=487/50 a2=41/10

$$v_{1} = v_{0} sqrt{frac{2 a_{2}}{v_{0}^{2}} + 1}$$

v1 – v0
t1 = ——-
a1

$$t_{1} = frac{1}{a_{1}} left(- v_{0} + v_{1}right)$$

a*t1
t2 = —-
2

$$t_{2} = frac{a t_{1}}{2}$$

2
a2*t2
l2 = v1*t2 – ——
2

$$l_{2} = t_{2} v_{1} – frac{a_{2} t_{2}^{2}}{2}$$

v2 = v1 – a2*t2

$$v_{2} = – a_{2} t_{2} + v_{1}$$

v = v2 – v0

$$v = – v_{0} + v_{2}$$

v0 = 50

$$v_{0} = 50$$

a1 = 201/5

$$a_{1} = frac{201}{5}$$

487
a = —
50

$$a = frac{487}{50}$$

41
a2 = —
10

$$a_{2} = frac{41}{10}$$

$$t_{21} = – frac{2435}{402} + frac{487 sqrt{62705}}{20100}$$
=
$$- frac{2435}{402} + frac{487 sqrt{62705}}{20100}$$
=

0.00992569843617008

$$a_{11} = frac{201}{5}$$
=
$$frac{201}{5}$$
=

40.2

$$v_{01} = 50$$
=
$$50$$
=

50

$$t_{11} = – frac{250}{201} + frac{sqrt{62705}}{201}$$
=
$$- frac{250}{201} + frac{sqrt{62705}}{201}$$
=

0.00203813109572281

$$l_{21} = – frac{9853471 sqrt{62705}}{16160400} + frac{82514480237}{538680000}$$
=
$$- frac{9853471 sqrt{62705}}{16160400} + frac{82514480237}{538680000}$$
=

0.496896197815247

$$a_{21} = frac{41}{10}$$
=
$$frac{41}{10}$$
=

4.1

$$v_{1} = – frac{20233}{804} + frac{20233 sqrt{62705}}{201000}$$
=
$$- frac{20233}{804} + frac{20233 sqrt{62705}}{201000}$$
=

0.0412375064597596

$$a_{1} = frac{487}{50}$$
=
$$frac{487}{50}$$
=

9.74

$$v_{21} = frac{19967}{804} + frac{20233 sqrt{62705}}{201000}$$
=
$$frac{19967}{804} + frac{20233 sqrt{62705}}{201000}$$
=

50.0412375064598

$$v_{11} = frac{sqrt{62705}}{5}$$
=
$$frac{sqrt{62705}}{5}$$
=

50.0819328700481