Asked by Kendall
please check my answer
determine the number of possible solutions if A=62, a=4 and b=6
I got B
a)none
b)one
c)two
d)three
determine the number of possible solutions if A=62, a=4 and b=6
I got B
a)none
b)one
c)two
d)three
Answers
Answered by
AJ L
I'm confused. Is there supposed to be an equation or something?
Answered by
Kendall
its a triangle
Answered by
AJ L
Ok. I didn't see any diagrams so I was just making sure. What are you trying to figure out the solution of though?
Answered by
Kendall
the number of possible solutions
Answered by
Reiny
from you "diagram" you have the ambiguous case
sinB/6 = sinA/4
sinB = 6sin62°/4 = 1.32..
but the sine of any angle cannot be greater than 1,
so the triangle is not possible or <b>there is no solution</b>
sinB/6 = sinA/4
sinB = 6sin62°/4 = 1.32..
but the sine of any angle cannot be greater than 1,
so the triangle is not possible or <b>there is no solution</b>
Answered by
Kendall
thank you!
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