10. cotx + tan?xcosx CSCX

Q: 15T 1) tan 4 10T 3) cos 3 11n 5) cot – 6. -

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Q: Book Problem # 12 -Sin (x)• COS (x) • Sec(x)• SCCx) • tan (x) Cotx)

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Q: If tant=−43 and π2 <t< π, find sint, cost, sect, csct, cott.

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Q: 1+cosx ction x= Correct yo 3

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Q: 2. tan x sec² x dx = when we set u(x) = and du = 00

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Q: If tan 0 TT then sin 0 2.

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Q: Determine 3 sec(9x) tan (9x) dx

A: We have to determine the value of integral: ∫3 sec 9x tan 9x dx Solving given indefinite integral by…

Q: If arc tan x + arc tan 1/3 = π/4, find the value of x

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Q: 9 If tant 2 , what is tan (t – T)?

A: Given, tant=92

Q: Division rule

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Q: and π 6. If tan y = - <y<7, find sin

A: We have  tany=-115 and π2&lt;y&lt;π we have to find siny2=? by using half angle identity.

Q: 3+ cos 30 de 1 sec – tan 5 5 16+ 02

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Q: Evaluate the integral.

A: to evaluate I=∫π4π3tanθsin2θdθ

Q: Find the crea trom X = 0 to 2 rad y=2 sin '/2 Tr x.

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Q: If φ(x)= cos x, find φ(0), φ(1/2 π), φ(π), φ(-x), φ(π-y)

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Q: sec 20 tan 20 de

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Q: tan (x) = 7.1. If x and y are complementary, what is cot (y)? %3D

A: Given,          tanx=7.1 . If x and y are complementary.

Q: So 12 Sec 3x tan 3x dx

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Q: Let tan (0) = 3 with 0 in QI. Find sec (20). 10 sec (20) =

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Q: 29.7 × cot(sin¯(0.3923))

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Q: 4 Evaluate tan sin

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Q: What is tan 6.

A: Given that: tan5π6

Q: 4. (cotx + tan) de

A: To evaluate the integral: ∫cotx+tanx2dx Solution: Simplifying the given integral.…

Q: If tan(0) = 5.35, what is the value of tan(-0)? %3D

A: Given ,  tan(θ) = 5.35  We have to find the value of tan(-θ) We know that ,  tan(x) = sin(x)/cos(x)…

Q: 4 If tan(0) , 0 < 0< 3 T then 2 sin(0) equals cos(0) equals COS COS sec(0) equals

A: Use Pythagorean theorem to calculate remaining trig ratios as following:-

Q: sing sece cote O tane 01 II

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Q: 15 If tan(0) 8 then 2 sin(0) equals cos(0) equals sec(0) equals VI

A: Solve

Q: 7/3 tan'x secºx dx 30.

A: since you have posted multiple question in this question which are not interlinked so i have solved…

Q: 4 If tan x = and <x< T, find sin (2x). - 7

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Q: If y = tan x, then y'

A: Given: y=tan x, To find: y' That is dydx=? Formula Used: ddx(u v)=u dvdx+v dudx ddxxn=n.xn-1

Q: (b) у — 2г tan-"(г) — In(1 + x?)

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Q: 2. Prove: cot?x – csc²x = -1

A: To prove the given expression

Q: If tant=−4/3 and π/2 <t< π, find sint, cost, sect, csct, cott.

A: Given: tan t=-43 The value of t lies in the interval π2&lt;t&lt;π

Q: If csc(x) = 8, for 90° < x < 180°, then %3D sin COS 2 (5) tan() = Ouestion Help:

A: It is given that, cosec(x)=8,    90°&lt;x&lt;180° So, we have, sinx=18 We know that,…

Q: tan 20° – cos 20° cos 70°

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Q: sec? V5 ), tan 17 dx

A: Evaluate the given integral by using substitution I=∫sec2x5tan17x5dx

Q: If sec A+tan A= y then tan A =

A: Given,           secA+tan A=y

Q: 1+sime (4)tan'x+1+ tanxsecx = cesx

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Q: if tan x-하, ㅠLXL 웰 fin d cos? 7*

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Q: 90) |(tan 2z)? sec 2r dz 21) / dr

A: The given integral is, I=∫tan2x2sec2xdx=∫tan22x sec2xdx=∫sec22x-1 sec2x dx…

Q: If y= tan (kx) + tanh'(kx) and (1 - 625 x) y'=A Then K=, -.... Answer:

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Q: 3. If tan(a-iß) = x- iy , show that x? + y?-2ycoth2B = -1

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Q: 25. | (3— 2 tan? 5х) sec2 5x dx

A: Solve the following integral

Q: 8. If tan(0) = 6. then sin(0) equals cos(0) equals sec(0) equals

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Unitary Method

The word “unitary” comes from the word “unit”, which means a single and complete entity. In this method, we find the value of a unit product from the given number of products, and then we solve for the other number of products. 

Speed, Time, and Distance

Imagine you and 3 of your friends are planning to go to the playground at 6 in the evening. Your house is one mile away from the playground and one of your friends named Jim must start at 5 pm to reach the playground by walk. The other two friends are 3 miles away.

Profit and Loss

The amount earned or lost on the sale of one or more items is referred to as the profit or loss on that item.

Units and Measurements

Measurements and comparisons are the foundation of science and engineering. We, therefore, need rules that tell us how things are measured and compared. For these measurements and comparisons, we perform certain experiments, and we will need the experiments to set up the devices.