if tan (A+B) = 1/root 3
itan (A-B) = 1
find A and B
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Step-by-step explanation:
1/√3 = tan 30 = tan (A+B)
1 = tan 45 = tan(A-B)
A+B = 30
and A= 30-B
A-B = 45 replacing A with it's value
(30-B) - B = 45
-2B = 45-30
-2B = 15
B = -15/2
A-B = 45
A - (-15/2) = 45
A = 45-15/2
A = 90/2 - 15/2
A = 75/2
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