Question

if sin (A+B) =1 and tan(A-B) = 1 / root 3,0 degree < (A+B) greater than equal to 90 degree and A>B then find the value of A and B​

Answer 1

Answer:

a=60⁰ and b=30⁰

Step-by-step explanation:

sign sin (a + b) = 1

sin (a + b )= sin 90

so,

a + b= 90 -{1}

tan (a-b)= 1 /√3

tan (a-b)= tan 30

so,

a-b = 30 -{2}

From eq- {1} and{2}

a + b= 90

a-b = 30

2a =90+30

2a = 120

a=60

For b,

a-b = 30

60 - b = 30

b= 30

Answer 2

Answer:

thanks

Step-by-step explanation:

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