Q: Use an appropriate form of the chain rule to find dz/de 1. z = 3x?y; a =t and y = t? 2. z = 3 cos a…
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Q: 4. z = tan-'(y/x), x = e', y = 1 - et
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Q: Use the Chain Rule to find Əz/əs and əz/ət. z = x°y', x= s cos(t), y = s sin(t) az as %3D az %3D at
A: Total derivative
Q: Use the Chain Rule to find ôz/ðs and dz/ðt. z = e" cos(0), r= st, Vs4 + t4 Əz as az at II
A: Given
Q: dw Find using the appropriate Chain Rule for w =x+y where x = 8t and y = 41. dy NOTE: = dw dw da dw…
A: Question is solved.
Q: Use the Chain Rule to find dz/ds and dz/dt. z = x°y°, x = s cos(t), y = s sin(t) dz as az at %3D
A: Given:-z=x5y9x=scost,y=ssintTo find∂z∂s&∂z∂tBy chain rule∂z∂S=∂z∂x∂x∂s+∂z∂y∂y∂Swe…
Q: use the chain rule to find dy/dx y=(u+1)2;u=1-x
A: Given:The chain rule of differentiation states that:Applying the derivative with respect to x and…
Q: Use the Chain Rule to find az/as and az/at. z = e" cos(0), r = st, 0 = V s8 + t8 az as az at
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Q: Use the chain rule to compute dz dz and for ds' Ət dsdt 2 = x²y?, x = st, y = t2 – s2.
A: Given: z=x2y2x=sty=t2-s2 Concept used: ∂xn∂x=nxn-1
Q: Use the Chain Rule to find dw/dt. w = xey/z, x = t5, y = 1 − t, z = 3 + 7t
A: To find out dw/dt.
Q: Use the Chain Rule to find Əz/əs and əz/Ət. z = e' cos(0), r= st, 0 56 + t6 Əz as ze at %3D II II
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Q: dy a- Use Chain Rule to find of the function below: dx y = u³, u = x? – 1 - у 3 cot u, и 3D п —-
A: Since the student has posted multiple questions and does not mention any specific question, so we…
Q: Use the Chain Rule to find dw/dt. x = t°, y = 8 – t, z = 7 + 4t dw 5t E+ 4xy - dt
A: We are given w=xeyz,x=t5.y=8-t,z=7+4t We have to find dwdt using chain rule. dxdt=5t4 dydt=-1 and…
Q: Use the chain rule to find , where w = x*y* + y? z³, æ = e*, y = e* sin t, z = e' cos t First the…
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Q: Use the Chain Rule to find dz/ds and dz/dt. z = ex + 7y, x = s/t, y = t/s dz %3D ds az at %3D
A: given z=ex+7yx=sty=ts
Q: Use the Chain Rule to find ôz/ðs and ôz/ôt. z = tan(u/v), u = 9s + 8t, v = 8s – 9t as az at
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Q: g(x), find dy by using Leibniz's notation for the chain rule: dx Give y = f(u) and u = dy dy du | dx…
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Q: Let u = cos(r + y), x = 2st +t and y = t – 2s. Use the chain rule theorem to compute du for du and…
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Q: Use the Chain Rule to find dw/dt. w = xey/z, x = t5, y = 3 − t, z = 1 + 2t
A: Please find the detailed solution in below image
Q: Use the Chain Rule to find əz/əs and əz/ət. z = (x - y)5, x = s?t, y = st2 az as az at
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Q: Use the Chain Rule to find dz/ds and dz/dt. Z = tan(u/v), u = 3s + 6t, v = 6s - 3t dz ds dz at Need…
A: Given z=tanuv , u=3s+6t , v=6s-3t
Q: Use the Chain Rule to find əz/əs and dz/Ət. (a) z = x?y°, x = s cos t, y = s sin t (b) z = 4e" In y,…
A: (a). In this question given that - Z= x2 y3 , x = scos(t) , y = ssin(t) And find derivative of this…
Q: xy*dx + x?dy, where C is the le with vertices (0,0), (4,0), (4,5), and
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Q: as and dw/t using the appropriate Chain Function Values W = sin(4x + 5y) X = s + t, y = s – t %3D TC…
A: Given w=sin4x+5y x=s+t y=s-t
Q: Find ow/@s and ôw/at using the appropriate Chain Rule. Function Values w = sin(2x + 3y) x S+ t, y =…
A: Given that function w=sin2x+3yx=s+t , y=s-tvalue s=0 ,t=π2To find :∂w∂s,∂w∂tSolution…
Q: Find dw/dt using the appropriate Chain Rule. Function Value w = x2 + y2 X = 4t, y = 3t t = 2 %3D dw…
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Q: Find dw/dt using the appropriate Chain Rule. w = x? + y? x = 3t, y = 10t dw dt
A: We have to solve
Q: dz dz and ds' dt C) Use the chain rule to compute for dsðt
A: z=x2y , x=sin(st) , y=t2+s2We have to use chain rule to compute ∂z∂s,∂z∂tand…
Q: Use the Chain Rule to find dz/dt. z = xy5 - x?y, x = t? + 1, y = t? - 1 dz dt ||
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Q: Use the Chain Rule to find ôz/as and az/ðt. z = x°y5, x = s cos t, y = s sin t az as az at
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Q: Use the Chain Rule to find ðz/ðs and az/ðt. Z = tan(u/v), u = 8s + 9t, V = 9s – 8t %3D az ds az at
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Q: Use the Chain Rule to find dw/dt. w = xey/z, x = t7, y = 1 − t, z = 3 + 7t
A: We use the product rule then chain and quotient rule
Q: Express dw/ðu and əw/dv as functions of u and v both by using the Chain Rule and expressing w…
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Q: Use the chain rule to find where dt z = x*y+ xy°, x = -2 + t", y = -2 – t? First the pieces: dz dz…
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Q: Let z = f(x, y) where g = e° cos t and y = e sin t. Use the Chain Rule to show: az, a z = e
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Q: dw Evaluate at the given value of t, by using the Chain Rule, dt w = 2ye* - Inz, x = ln(t² + 1), y =…
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Q: Use the Chain Rule to find dz/dt. z = cos(x + 7y), x = 45, y = 9/t
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Q: dz dz and du Use an appropriate form of the chain rule to find dv' z = =; x = 14 cos u, y = 5 sin v…
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Q: dz dz and ds' at C) Use the chain rule to compute for dsðt z = x²y, x = sin(st), y = t2 + s². dw dw…
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Q: Use the Chain Rule to find zz and zy given sin(u) tan(v), u = 3x + y, and v = x – y. %3D
A: Given z = sin(u) tan(v)where u = 3x + yv = x - y
Q: dz dz and dv Use an appropriate form of the chain rule to find du 1 = Z = e&z*y; x = vuv, Y =-
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Q: dw for w = dt xez,x = t2,y = 1– t,z = 1+ 2t. e the Chain Rule to find
A: Given query is to find the derivative using chain rule.
Q: Use the Chain Rule to find dz/as and əz/dt. e cos(0), r = st, 0 = V 56 + t6 || dz as az
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Q: Use apprapriate form find dw 05 of chain rule to WaSTtu-2yzhx , oht, yt, 2 =4t
A: Note: We are entitled to solve only one question at a time. Given: w=1+x-2yz4xx=lnt, y=t and z=4t.…
Q: f(r(t)). dt Use the Chain Rule to calculate f(x, y) = x³ - 5xy, r(t) = (cos(4t), sin(5t)), t = 0
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Q: Find dwdt using the appropriate Chain Rule. Evaluate dwdt at the given value of t.
A: to find dwdt
Q: Use the Chain Rule to find ôz/ds and ôz/ðt. z = tan(u/v), u = 5s + 9t, V = 9s – 5t az as az at
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Q: Use the Chain Rule to find ôz/ðs and dz/dt. z = tan(u/v), u = 3s + 6t, v = 6s – 3t dz %3D as Ot
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Q: Use the Chain Rule to find dz/dt or dw/dt. z = xy3 – x2y, x = t2 + 1, y = t2 − 1
A: Given, z = xy3 – x2y, x = t2 + 1, y = t2 − 1
Q: Use the Chain Rule to find əz/əs and Əz/ət. z = e' cos(0), r = st, V s8 + t8
A: Consider a multivariable function where and . Then the chain rule states that and .
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- How do we find the linearization of g(x, y) = tan−1(xy2) at the point (1, 1). and use linearization to estimate g(1.08, 1.037). thank you.StokesTheorem.Evaluate∫ F·dr,whereF=arctanx/yi+ln√x2+y2j+k and C is the boundary of the triangle with vertices (0, 0, 0), (1, 1, 1), and (0, 0, 2).Sketch a direction field for y'=x/y. Sketch your field over the region R={(x,y) | -4x4,-4y4} . Draw direction indicators (arrows!) at each interval coordinate pair. Draw a particular solution for the initial condition y(0)= -3. I am looking for second part.
- The table shows the score obtained by applicants for secretarial position in a certain manufacturing company. Determine the value of the following:(2 decimal places) Scores Frequency82-90 373-81 964-72 1855-63 1546-54 2237-45 3728-36 119-27 310-18 2c = 9 n = 110 give the following below: j. Kurtosis (3 decimal places) j. 1 (Interpret the result)Use the Chain Rule to find ∂z/∂s and ∂z/∂t. (Enter your answer only in terms of s and t. Please use * for multiplication between all factors.) z = x4y9, x = s cos(t), y = s sin(t)Find the linearization L(x) of the function at a. f(x) = sin(x), a = ? 6
- (a) Show that ∫-∞∞f(x) dx is divergent.(b) Show that Iim ∫-t t x dx = 0 t→∞ This shows that we can’t define ∫-∞∞f(x) dx = Iim ∫-t t f(x) dx = 0 t→∞Deteremine the area between the curves y= sin(x), y= x^2 + 4, x= -1, and x=2.Perform the given problem solving on Finite Divided Difference or Euler's method. A storage tank contains a liquid at depth y where y = 0 when the tank is half full. Liquid is withdrawn at a constant flow rate Q to meet demands. The contents are resupplied at a sinusoidal rate 3Qsin^2(t)
- Using support, a long taut string is fixed along the positive x-axis. At time t = 0, the support is removed and gravity is permitted to act on the string. Assuming that the end x = 0 is fixed, the initial, boundary-value problem describing displacements y(x, t) of points in the string is: ∂^2?/∂?^2 = ?^2*∂^2?/∂?^2 − ?, ? > 0, ? > 0 ?(0, ?) = 0, ? > 0 ?(?, 0) = 0, ? > 0 ??(?,0)/dt = 0,? > 0 Where g is gravity and is equal to 9.81. Use Laplace transforms to solve this problem.Q1. What is the value of y(x,t) at x=c and t=0.5? Submit your answer to one decimal place.Deteremine the area between the curves x= y^2+1, x=5, y=-3, y=3.Derive the uncertainty delta A for the function A(x,y,z) = x^3 * y + ln(z), where x = 3.1 (plus or minus) 0.2, y = 3.6 (plus or minus) 0.3, z = 2.61 (plus or minus) 0.47. Which measurement contributes most to the relative error