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Q: S tan5x dx X,

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Q: Q) Plot, on the same figure, two related functions of y1 = sin? (x) and y2 = cos (2x), in the…

A: The two curves to be plotted are  y1=sin2x and y2=cos2x.

Q: Approximate L Ve sin.xcos 2xdx Using trapezoidal rule. Use h = 10 . (Do calculation in 4 decimal…

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Q: Evaluate: 元 2 π arctan(sin x) sin x dx

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Q: T Use Trapezoid rule to approximate the value of sin xdx. 4 sản xuất 0

A: using h=pi/4 and formula for Trapezoid rule.  If you change h you will different answer. You can…

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Q: xsin dx V1-x? 1/2 : Evaluate : x sinx

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Q: 7. Use the information about a and ß given in the figures to find the exact function values - 8² +…

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Q: After applying change of coordinates to the following function, the new integrand should be g²+y?…

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Q: Simplify the equation: sechx + sinhx tanhx cosh z cosh a sechx 1+ sinh 2 cosh z

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Q: r = cot 0 * csc 0

A: Given: r=cot θ×csc θ To Express: The given function in cartesian form. Formula used: cot θ=cos θsin…

Q: Use a graphing utility to graph y = x sin1/ x . Show that the graph is concave downward to the right…

A: Given function is y=sin1x

Q: VERI FY THE 1DENTITY tAN´-1 sEc2 0 tANA-COt o cot %3D tAN + Cota こ.

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Q: find tre exxt valuc f tricinomtnc fincions given Ahan sinu =-3

A: We will find the exact value of sec(u-v) as following.

Q: Find the value →17. sin ( cos 18. sec (cos ((F-). 19. un (sar" (-})) 20. cot ( sin

A: Inverse trigonometric function are inverse of trigonometric functions and are used to obtain an…

Q: (tanxaa

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Q: Express the function r = 4 cot 0 csc 0 by cartesian form

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Q: 4 The range of y =sinx for 7SXS is 2 0syso 4 <ys0 sys1 ys 4 -1sys,

A: We are given a function y(x) = 4/5 sin(x) and we need to find the range of y(x) when π ≤ x ⩽3π2 (…

Q: find dy for ee Sin (メ+34) dx

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Q: Sx 5x * rysin(z* + g*)dzdy Find 0.

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Numerical Integration

In a mathematical investigation, numerical integration comprises a wide group of calculations for computing the mathematical estimation of definite integral, and likewise, the term is moreover in some cases used to depict the numerical solution of differential equations. The most important aspect of this theory is error analysis.