P = %3D Which 02 d 755 s2 statements is true? $290392 %3D allgeo er O (a) The edges PP2 and P P3 are orthogonal for any value of t. O (b) The edges P, P, and P. Pa are orthogonal for at least one value oft. 0392 allge 21 p1755 s290392. O (c) There is no value of t such that the edges P, P, and P P3 en 21 p1755 $290392 allgeo en 0392 allgeo en 21 p O (d) The edges P, P, and PP3 are orthogonal for t = 1755 s290392 allgeo allgeo en 21 p1755 en 21 p1754 are orthogonal. 3.
P = %3D Which 02 d 755 s2 statements is true? $290392 %3D allgeo er O (a) The edges PP2 and P P3 are orthogonal for any value of t. O (b) The edges P, P, and P. Pa are orthogonal for at least one value oft. 0392 allge 21 p1755 s290392. O (c) There is no value of t such that the edges P, P, and P P3 en 21 p1755 $290392 allgeo en 0392 allgeo en 21 p O (d) The edges P, P, and PP3 are orthogonal for t = 1755 s290392 allgeo allgeo en 21 p1755 en 21 p1754 are orthogonal. 3.
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![(2+ 1)-
For all t e R. consider the triangle having vertices in
E.
P1
= (2, 1,3), P2 = (1,1, t),
Which of the
92 6
755 s29
geos
P3 =
all
allgeo en
O (b) The edges P, P, and P, Pa are orthogonal for at least one value of t.
O (a) The edges P P2 and P P3 are orthogonal for any value of t.
0392 allge
en 21 p1755
0392 allgeo en 21 p1755 s.
allgeo en 21 p1755 s2903
6 en 21 p1755 s290392
O (c) There is no value of t such that the edges P, P, and P, P3
21 p1755 s290392 allgeo e
O (d) The edges P P2 and P2P3 are orthogonal for t = 3.
1755 s290392 allgeo en 21
$290392 allgeo en 21 p17.
ccessivo
21 p1755 s290392
are orthogonal.
1755 $2903](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F82ac9bb0-54ef-4e5f-b694-0d8697c24f6e%2F7c40f38f-fb9f-4796-8fcb-f32a5ce7ba4f%2F9pov4zq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:(2+ 1)-
For all t e R. consider the triangle having vertices in
E.
P1
= (2, 1,3), P2 = (1,1, t),
Which of the
92 6
755 s29
geos
P3 =
all
allgeo en
O (b) The edges P, P, and P, Pa are orthogonal for at least one value of t.
O (a) The edges P P2 and P P3 are orthogonal for any value of t.
0392 allge
en 21 p1755
0392 allgeo en 21 p1755 s.
allgeo en 21 p1755 s2903
6 en 21 p1755 s290392
O (c) There is no value of t such that the edges P, P, and P, P3
21 p1755 s290392 allgeo e
O (d) The edges P P2 and P2P3 are orthogonal for t = 3.
1755 s290392 allgeo en 21
$290392 allgeo en 21 p17.
ccessivo
21 p1755 s290392
are orthogonal.
1755 $2903
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