if tan alpha=√3 and tan beta=1/√3. find the value of cot(alpha+beta)??
Answers
Answered by
28
As, tanα = √3
tanα = tan60
so, α= 60
And, tanβ = 1/√3
tanβ = tan30
so, β = 30
now we have get value of α & β
so, cot(α+β) = cot(60+30)
= cot90
= not defined
because we know that the value of
cot90 is not defined .
I HOPE THIS WILL HELP YOU MY FRIEND
tanα = tan60
so, α= 60
And, tanβ = 1/√3
tanβ = tan30
so, β = 30
now we have get value of α & β
so, cot(α+β) = cot(60+30)
= cot90
= not defined
because we know that the value of
cot90 is not defined .
I HOPE THIS WILL HELP YOU MY FRIEND
Answered by
4
Answer:
Step-by-step explanation:
As, tanα = √3
tanα = tan60
so, α= 60
And, tanβ = 1/√3
tanβ = tan30
so, β = 30
now we have get value of α & β
so, cot(α+β) = cot(60+30)
= cot90
= not defined
because we know that the value of
cot90 is not defined .
I HOPE THIS WILL HELP YOU MY FRIEND
Similar questions