intregationof 1+TANX
Answers
Answered by
4
hello users...
solution:-
we know that:
∫ tan x .dx = log|sec x| + C
or
= - log | cos x| + C
here,
∫ (1 + tan x ) .dx
= ∫ 1.dx + ∫ tan x .dx
= x + log | sec x| + C
or
= x - log | cos x| + C Answer
✡⭐ hope it helps ✡⭐
solution:-
we know that:
∫ tan x .dx = log|sec x| + C
or
= - log | cos x| + C
here,
∫ (1 + tan x ) .dx
= ∫ 1.dx + ∫ tan x .dx
= x + log | sec x| + C
or
= x - log | cos x| + C Answer
✡⭐ hope it helps ✡⭐
Answered by
3
hello users...
solution:-
we know that:
∫ tan x .dx = log|sec x| + C
or
= - log | cos x| + C
here,
∫ (1 + tan x ) .dx
= ∫ 1.dx + ∫ tan x .dx
= x + log | sec x| + C
or
= x - log | cos x| + C Answer
✡⭐ hope it helps ✡⭐
solution:-
we know that:
∫ tan x .dx = log|sec x| + C
or
= - log | cos x| + C
here,
∫ (1 + tan x ) .dx
= ∫ 1.dx + ∫ tan x .dx
= x + log | sec x| + C
or
= x - log | cos x| + C Answer
✡⭐ hope it helps ✡⭐
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