SOLUTION: In the following exercise, solve the triangle for the remaining sides and angles.
A=46 degrees
a=
B=
b=4
C=
c=8
Seeing that the triangle is SAS, I tried using the law of
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-> SOLUTION: In the following exercise, solve the triangle for the remaining sides and angles.
A=46 degrees
a=
B=
b=4
C=
c=8
Seeing that the triangle is SAS, I tried using the law of
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Question 731663: In the following exercise, solve the triangle for the remaining sides and angles.
A=46 degrees
a=
B=
b=4
C=
c=8
Seeing that the triangle is SAS, I tried using the law of cosines to find a.
After getting 35.54 (which seems pretty high), I used the law of sines to find the remaining two angles. Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! In the following exercise, solve the triangle for the remaining sides and angles.
A=46 degrees
a=
B=
b=4
C=
c=8
Seeing that the triangle is SAS, I tried using the law of cosines to find a.
After getting 35.54 (which seems pretty high), I used the law of sines to find the remaining two angles.
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It is high. 4, 8 & 35.54 can't make a triangle.
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a =~ 10.111
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Use the Sine Law from there.
