SOLUTION: in a right triangle ABC C=90 degrees and B=4 degrees. If CB=6 then AB =?

Algebra.Com
Question 427295: in a right triangle ABC C=90 degrees and B=4 degrees. If CB=6 then AB =?
Answer by stanbon(75887)   (Show Source): You can put this solution on YOUR website!
in a right triangle ABC C=90 degrees and B=4 degrees. If CB=6 then AB =?
---
AB is opposite C, so AB is the hypotenuse
CB is opposite A
---
B = 4 degrees so A = 90-4 = 86 degrees.
---
Equation:
sin(A) = CB/AB
AB = CB/sin(A)
AB = 6/sin(86)
AB = 6.01465..
-------------------
Cheers,
Stan H.

RELATED QUESTIONS

In a right triangle ABC , measure of angle C=90 degrees. If AB=6x-1, BC=4x+6 and AC=2x+1, (answered by Fombitz,MaxWong)
If there is a right triangle ABC and AB is 6 cm, angle A is 15 degrees, angle B is 90... (answered by nerdybill)
if in triangle ABC, the measure of angle B is greater than 90 degrees, and AB= BC, what... (answered by MathLover1)
If, in triangle ABC, angle B equals 60 degrees and AB > AC... (answered by jim_thompson5910)
In the right triangle ABC, AC= 12, angle B= 30 degrees, Angle C= 90 degrees, and Angle A= (answered by Alan3354)
In right triangle ABC where angle A is 90 degrees, AC = 3x and BC = 5x. if the perimeter... (answered by edjones,drk)
ABC is a right angled triangle. IF B=90degrees, AC= 96cm ,C=30 degrees AB would... (answered by josgarithmetic)
in right triangle ABC, AB=20, AC=12, BC=16, and the measurement of angle c=90 degrees .... (answered by nyc_function)
in right triangle ABC, AB=20, AC=12, BC=16 and angle c is 90 degrees. find to the nearest (answered by Alan3354)