Find integral 1÷1+cotx.dx

Answers 1

Answer:

∫1+cotx1dx.

=∫sinx+cosxsinxdx.

=21∫sinx+cosx2sinxdx.

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Other related questions that may help you

Two adjecent angles are (4x+15)° and (x+5)° find the values of both angles if they are comple mentry

Answer:

The two angles are 71° and 19°

Step-by-step explanation:

complementary means the sum of both angles = 90°

that means,

(x+5)° + (4x+15)° = 90°

x+5+4x+15 = 90

5x+20 = 90

5x = 90-20

5x = 70

x = 70/5

x = 14

(4x+15)° = (4×14 + 15)°

(4x+15)° = 71°

(x+5)° = (14+5)°

(x+5)° = 19°

A,a+b,ab+a+b,ab+a+b-5,xy,xy+5,5x²-x+2,4pq-3q+5p,7,4m-7n+10,4mn+7

Answer:

what I tell in given question plz from next time.e upload proper question

Radha k paas jitne rupay h uske 5 gune se 44 zayada kiran k paas h yadi radha k paas 85 rupey h toh batao kiran k paas kitne h

Answer:

469

Step-by-step explanation:

85×5=425

425+44=469

If alpha beta and gama are the poly nomial x3+4x2-3x-18

Answer:

α=2

β=-3

Δ=-3

Explanation:

α+β+Δ = -4

αβ+βΔ+Δα = -3

αβΔ = 18

Using these 3 eq we can solve it

α=2

β=-3

Δ=-3

Other alternative to find is by substituting values like 0, -1, 1, 2, -2 to get atleast one root then divide the eq with that one root and get the quadratic equation which can be easily solved

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