csce- tand- sece

Q: du sec u = dx -1 |u|Vu? - 1

A: We will solve these using formulas and basic concepts.

Q: secx (a) esinx (b) e-sinx (c) e* (d) e-*

A: The given differential equation is  1sec xy'+cosx y=2sinx To find the integrating factor of the…

Q: Find: dx

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Q: Exit lic 1. There is a triangle whose base is decrea inches per minute. At the moment wher change of…

A: Given query is to find the rate if change of area.

Q: y' = 2tanxsecx - y sinx, y1(x) solve this riccati equation secx

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Q: solve y''-y'=xex using variation of parameter . Do not use any formula

A: using variation of parameter . First we find the solution for homogeneous equation. From that…

Q: Evaluate and simplify y'. y = tan-lV? - 1

A: Given,

Q: sec2 (2x) -d.xp 2. Evalaute tan(2x)

A: Given:

Q: ow do I ob tain the roots, the fundamental Solutions, characheristia equeton, and the y (x) =.…

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Q: y2sinx + y = arctanx, solve for y’

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Q: solve the following equation y'- (sinx)y = 2sinx

A: Given a differential equation, y'-(sinx)y=2sinx To solve the given DE.

Q: Write an equation for the tangent to the curve y = sin mxat the origin.

A: Given curve is: y = sin mx Differentiating with respect to x we get, dy/dx = (d/dx)(sin mx) dy/dx =…

Q: Sec? x cotx-cotx=tanx

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Q: 36" -dx V6* +3

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Q: dx x2 — 2х — 4

A: I=∫dxx2-2x-4=∫dxx2-2x+1-5=∫dx(x-1)2-52

Q: y = tan-¹(¹+x) -1

A: "Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: )xsin(x?) dx

A: The given integral is: ∫0πx sinx2dx To integrate this, consider x2=t  .... (1) On integrating both…

Q: V3 sin

A: We use Trigonometry table to find out these inverse values

Q: P3: tan 3x sec 3x dx

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Q: O: solve the following equation y'-(sinx)y 2sinx

A: The objective is to solve y'-sinxy=2sinx            ...... (1) Given differential equation is linear…

Q: tan-x dx 3+3x? -1 (b). /

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Q: V2r – x² dx

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Q: A straight line from the origin passes through the point P(x, y) in the first quadrant and is…

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Q: e y = (+ (+ sinx

A: We need to find dydx for y=e2xx2+131+sin x5.

Q: y?sinx + y = arctanx, solve for y

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Q: dx sinx

A: I=∫exsinxdxBy using integration by…

Q: 3. sinx — -1-2усosx dx

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Q: Find an equation for the line that is tangent to the caurve y= 3x-3x at the point (-1,0). The…

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Q: Find the value of y -1 Xe - Sec y

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Q: y=−2+4sin(x2−π) sketch

A: We have to draw

Q: Which is an equation of y=sin(x) shifted up π units?

A: Solution:

Q: 3 -1 te Sint df

A: We have to find I=∫0∞t3e-tsintdt

Q: How do you solve this and can you show me step by step?

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Q: equation. (Enter your swers as c sec(x) csc(x) = 2 csc(x)

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Q: Evaluate f dx (x²+4)²

A: Given problem:-

Q: DSet up an equation according to the Secant-Tangent Product Theorem and solve for x. 5, B.

A: topic - secant - tangent theorem (secant segment)(external secant segment)= (tangent segment )2

Q: y=-sin(4x+ pi/2)+3 find the eqation for the midline

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Q: EQUATION (y- sin? 2) da +sin rdy

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Q: sec x tan x dx.

A: Consider the integral  ∫sec3xtan3xdx

Q: | tan xdx

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Q: 3x · Se³ª sec e³ª tan e³ dx

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Q: K) Finally, give the equation of the tangent line at point P(-4,-3). Show your work.

A: Equation of the tangent line to the function f(x)  at point (x1, y1): y-y1= m(x - x1) where m is the…

Q: Evaluate tan(0) sec (0) d0. Do not employ u-substitution in your solution.

A: Given: ∫tanθsec2θdθ for evaluating this integral we use integral by parts  according to integral by…

Q: Find the coordinates of all points on the graph of y = 22 – x? at which the tangent line passes…

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Q: Se -4X Sin h (ex)dr

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Q: Find an equation of the tangent line to the graph at the given point. (x + 2)? + (y – 3)² - 37, (-1,…

A: Differentiating with respect to x, we get Now slope of the tangent at (-1, 9) is