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kurre
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kurre
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28
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7 Questions
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+28
PLease help! i only have 20 minuter until due
1. Determine the angle v between pi/2 and pi that fulfill cos v= cos(19pi/18). The answer can be written as v= (a(pi))/b in which a/b is an abbreviated fraction.
kurre
Oct 3, 2016
0
371
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+28
Please help! i only have 20 minutes until due
1. Determine the angle v between pi/2 and pi that fulfill cos v= cos(19*pi/18). The answer can be written as v= a*pi/b in which a/b is an abbreviated fraction.
kurre
Oct 3, 2016
0
522
0
+28
HELP! 1. Determine the angle v between 0 and pi/2 that fulfill cos v= cos(8pi/5). The answer can be written as v= (a(pi))/b in which a/b is an
1. Determine the angle v between 0 and pi/2 that fulfill cos v= cos(8pi/5). The answer can be written as v= (a(pi))/b in which a/b is an simplified fraction.
2.If tan v= -2/5 which values do sin2v and cos2v have? The answer
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kurre
Oct 3, 2016
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762
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+28
1. Determining the angle V between 3pi/2 and pi that satisfying sin v = sin 8pi/9 . The answere can be written as V = a(pi)/b where
1. Determining the angle V between 3pi/2 and pi that satisfying sin v = sin 8pi/9 . The answere can be written as V = a(pi)/b where a/b is a shortened fraction.
2. If tan V = -5/2 which values has then sin2v and
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kurre
Oct 3, 2016
0
802
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which solutions have the equation sin x=cos(pi/4) in the range 0 < x < 2pi ?
which solutions have the equation sin x=cos(pi/4) in the range 0 < x < 2pi ?
A) Only x=pi/6
B) x= pi/4 and x=5pi/4
C) x= pi/4 and x=3pi/4
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kurre
Oct 3, 2016
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594
1
+28
True or false?
True or false?
A ) None of the options below are correction
B) The distance from the origin to (1,2) is 3.
C) The distance from (1,2) to (3,−5) is 15/2.
D) The distance from (7,5) to (−1,4)
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kurre
Sep 26, 2016
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421
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+28
help
Which of the following statements is correct ? Mark all options that are right .
A) None of the options below is correct.
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kurre
Aug 27, 2016