tan 5=Cot (90-A)= what will be the answer
Answers
Answered by
1
Hi ,
******************************
cot( 90 - A ) = tanA
*******************************
Now ,
tan 5 = cot ( 90 - A )
tan 5 = tan A
5 = A
Therefore ,
A = 5
I hope this helps you.
: )
******************************
cot( 90 - A ) = tanA
*******************************
Now ,
tan 5 = cot ( 90 - A )
tan 5 = tan A
5 = A
Therefore ,
A = 5
I hope this helps you.
: )
Answered by
0
Hey
+_+ Wish to know what's truly yours in the answer ? ( :p The Answer )


Hence, A = n( 180° ) + 5° for all integral value of n
+_+ Wish to know what's truly yours in the answer ? ( :p The Answer )
Hence, A = n( 180° ) + 5° for all integral value of n
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