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A: ∫0π/2 cos9tdt ∫0π/2 cost(1-sin2t )4dt here lets substitute that sint = u du/dt = cost du = costdt…
Q: QI: Find dyldx for the following functions:- (3) y = (tan x)tnz+ t (4) y = sin-(x² +x) + 5" %3D
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A: We can solve as follows
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A: Yes, N0=-12i+12j+0k.
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Q: c). Using an integrating factor solve the equation dy + 2y/x = x dx
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A: -5x +y =b and curve is y = ax3 at x =3 here for tangent the slope of curve and line is same…
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Q: Question 3 Suppose C=0, so that 2y 24y 5x3 = 0. Find all points (x,y) at which the tangent line to…
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Q: Apply
A: We will solve the integration.
Q: ||r(t) × r"(t)|| ||r(t)||° Use the formula k(t) to find k(t). 13 9ts r(t) = e"i+etj K(t) :
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Q: Find curl (3zi + 4xj+ 5yk). curl(3z i+ 4xj+ 5yk) = ( i )i + ( i )j + ( i )k
A: We will find the curl.
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A: A) y=3x^2+3x B) y=(e3x+e-3x)/2 C) y=log5(tanx).
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Q: Q1) Determine if the following integrals converge or diverge. If the integral converges determine…
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A: a)
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Q: Find r'(t). r(t) = (tan-'(9t))i+t cos(t)j – Vēk NOTE: Enter your answer in terms of i, j, and k.…
A: We can solve this as follows:
Q: 7. Given that tan (A) = - and angle A is in 3rd quadrant and cos(B) = - and 13 angle B is in 2th…
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Q: (8x + 4x)v4x² + 8 – 24x³ – 32x If f(x) = (/4x2 + 8 - x*) then f'(x) = 4r2 +8
A: f(x) = (4x2 +8 - x2 )2 f'(x) = (24x2 +8 - 2x2)(8x/(24x2 +8) -2x ) f'(x) = ((24x2 +8 - 2x2)(4x -…
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A: We will solve the integral.
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A: To solve the following problem
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Q: Consider the exact first order diff. equ: M(x, y) = 2.xy – 3x? N(x, y) = x² - 2y (I): (2xy – 3x )dx…
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- What is the behaviour Of the solution when t approaches to?Use The Formula К(T) = ||R' (T) × R"(T)|| ||R'(T)||³ 3t R(T) = E^4Ti + E-Tj = K(T) = To Find (T).A ball is thrown vertically and it's height above the ground is given by s(t)=1.2 +28.1t - 4.9t. Find t when s'(t)=0, what is the significance of this results?
- Solve by making the substitution y = vx and express all the y and dy terms in terms of either x, v, or both.The position of an airborne object at any time t is given by h(t) =-9.8t²+25t+10 Show your step by step solution clearly. 2. At which values of t is the object moving downward?Find the linear approximation at x=0 to 1/√(9−x). Write your answer in the form of Ax+B.