sinh x – cosh x + ecothx dx - sinh2x

Q: sinh-1 x dx

A:

Q: sinh x 1+ cosh x

A: sinh x1+cosh x

Q: sinh x – cosh x + ecoth x dx - sinh?

A: see below the calculation below and final answer

Q: True or false If cosh x = then sinh x=

A: We have cheek the statement

Q: 2 (sin -'x)²dx Evaluate the integral [(sin -'x) dx V1-x

A:

Q: cosh (x – 3) dx 2 '8 – cosh² (x – 3) х In x dx

A:

Q: sinh(0)

A: sinh(x), cosh(x), tanh(x) are usually referred to as hyperbolic functions becaue they bear…

Q: lim x→0 (sin10(x)cos(8x))/x=?

A:

Q: sin 2x What will be value of integral dx ? sin + COS 2

A:

Q: 3. lim X-0 sinx sinx-cosx 4. lim x- 5. lim x(cosx-1) sinx-x

A:

Q: sinh (x) esin h-' (x) sin h- (x) Vx²+1 -esin h¯' (x) sin h Vx²–1

A:

Q: (7) coshx + sinh x = e* %3D

A:

Q: 2)/ sinh cax )x

A:

Q: sin(2x) limy→ 0+ X

A: Given:     limx→0+sin2x2

Q: sin (2x) dx (x²+L)(x-3) 3) (sin (2x) 88

A: We solve by Contour integration.

Q: |sin (2x /1-x² dx

A:

Q: sec (In(x) 1. dx 2. Se tan(2x) sec²(2x)dx

A:

Q: lim sin(x)dx (x² + e²)²

A:

Q: sinh x + cosh x)ª= e4x

A:

Q: sin(cosx * x + Vx) (cosx)2 sin (x²) * cos(x –-) sin(x) – 2

A:

Q: sin x+cosx dx sin x-cosx

A:

Q: cosh x sinh x dx 2 (cosh x + 3)

A:

Q: limx>0 sin-1x/x

A: So, now we apply L' hospital rule to evaluate the given function. Because if we directly apply the…

Q: cosh“ x – sinh“ x = (cosh? x – sinh? x) (cosh² x + sinh² x)

A:

Q: (8 sin(x) + 7 sinh(x)) dx

A:

Q: 7. y= (x²-1) sinh (x+1)ª 8. y= sech (1-x³) 9. y =- tanhx

A: Answer (7): The given function is y=x2-1sinhx+14 using product rule in differentiating above…

Q: sinh(vX X

A:

Q: sin 2x ind lim X-0

A: Given that: 1. limx→0sin-12xx2. ∫x(x-2+x3)dx

Q: Find the limit

A:

Q: denivative 12t'de tanx

A:

Q: ifferentiate  y=sin2(sin3x)-(sin(x3+2)/x)

A:

Q: Intergal of (sinh x) / (cosh x + 6) dx

A: To find  Integration of (sinh x) / (cosh x + 6) dx

Q: a- y = (cosx) (use logarithm differential) b-y =x.e-.cos5x

A:

Q: (sin x + cos x)dx sin² x sin 2x sec x dx sin 2x dx 2 sin x cos² x

A:

Q: sinh x – cosh x + ecoth r sinh? x - dx

A:

Q: dx sinh x + 2 cosh x

A:

Q: 2 *sinh“ x – sinh x+ cosh x dr -dx cosh¯ x

A:

Q: 2. y = tan-¹(cosh x) (sin² x) (sech x) secx [use logarithmic differentiation]

A:

Q: 1. ,sinx cosxdx

A:

Q: (sin x + sinh x) dx 7.

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Q: S sec³ x+esin sec x - dx

A:

Q: (3 sin x - sin 3x) dx

A: To integrate: ∫(3sin(x)-sin(3x))dx Solution: We know,∫sin(ax)dx=-1acos(ax)+C Using above standard…

Q: sinh-1 x dx.

A: We can find the answer as below

Q: sin 7x 9. lim 9.h x→0 sin 3x

A: GIVEN limx→0sin7xsin 3x

Q: sinh x + 10 cosh x + V100 dx. e2x Evaluate 100 + sinh x

A:

Q: cosh 3 хр. 15) 1-sinh 3

A: Solution

Q: sin 7x 2: lim 0 4x

A: Topic = Limits

Q: sin-1 x = cos s-'(1 – 2x²) x > 0. |

A: The above problem is solved.

Q: sin(ln x)d: lx

A: