Problem IV Consider the Ellipsoïd E:= {(x, y, z) € R³ | + + ² = 1}. Question 1 Let M (ro. 30,0) be a point in the ry-plane. And let P = (0,0,1) be the north pole of the Ellipsoid. The equation of the segment [PM] is given by b) c) d) 2 = rot y = yot 2=-1+1 Ost≤1. 2=1+20 y=t+ 0≤t≤1. x=20 y=90 0≤t≤1. 2-rot-ro y=yot-30 0≤t≤ 1. O a O b O

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Chapter2: Second-order Linear Odes
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Problem IV Consider the Ellipsoid E := {(r, y, 2) € R³ | + + 2? = 1}.
%3D
Question 1 Let M(ro. y0,0) be a point in the ry-plane, And let P= (0,0, 1) be the north
pole of the Ellipsoid. The equation of the segment (PM) is given by
r = rot
y = yot
* = -t +1
a)
0sts1.
a =t+ ro
b)
y =t+ y0 0sIS1.
2 =t
c)
y = y0 0<t<1.
r = rot – ro
d)
y = yot – y0 0 <I<1.
2 =t
a
d.
Transcribed Image Text:Problem IV Consider the Ellipsoid E := {(r, y, 2) € R³ | + + 2? = 1}. %3D Question 1 Let M(ro. y0,0) be a point in the ry-plane, And let P= (0,0, 1) be the north pole of the Ellipsoid. The equation of the segment (PM) is given by r = rot y = yot * = -t +1 a) 0sts1. a =t+ ro b) y =t+ y0 0sIS1. 2 =t c) y = y0 0<t<1. r = rot – ro d) y = yot – y0 0 <I<1. 2 =t a d.
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