In triangle abc c is 90° then find value of 1+ tan square A
Answers
Answered by
0
Given that angle is 90 °.
Tan 90°=opposite/adjacent.
Valu of tan 90 is 1.
1=opposite/adjacent.let us take this as equation {1}.
Adjacent=opposite side.
Value of 1 +tan square A
=1+(opposite/adjacent)whole square
=1+1(from 1)
=2
Therefore value of 1+tan square A = 3
Tan 90°=opposite/adjacent.
Valu of tan 90 is 1.
1=opposite/adjacent.let us take this as equation {1}.
Adjacent=opposite side.
Value of 1 +tan square A
=1+(opposite/adjacent)whole square
=1+1(from 1)
=2
Therefore value of 1+tan square A = 3
sanguraksith:
Value is 2
Similar questions