Use Giramer Rule to Find ,z -2x + 33-Z = 1 メ+29-2-4 -2x -+7 = -3

Q: (m) For ro = -8, 11 = -7, 12 = -6, 13 = -5, I4 = -4, f(z1)Ar,

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Q: Find the residues

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Q: b such that the surf 4x2y + z3 = 4 cut -1 ?). %3D

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Q: 1. 2r +3y 5 at (1,1)

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

Q: Find the antiderivtive: (2x³ – 2x² + 10 - + C

A: Topic = Integration

Q: Describe the behavior of the expresion as x → 2+ and as x → 2¯. Enter oo for o and -oo for – o. 2x…

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Q: Find derivatice using product or quotient rule

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Q: Use the IVT to prove that r-5x2 + 2x = -1 has a solution. %3D

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Q: By using the substitution method, show that for any positive numbers x and y

A: Hey, since there are multiple questions posted, we will answer first question. If you want any…

Q: Use the elimination method to find all soluti { % 4x - Зу 3-24 -7x + 6y = { By = 45

A: Given,             The system of equations are                4x-3y=-24                -7x+6y=45

Q: why - ( f ²^(lu² (+)² + 9²³\u{(t) ] ²³ ) d+){ 0 is inner Product?

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Q: "he pmf of X is 4.x – 1 - fx(x) = where x = 1, 2, 3 %3D %3D to

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Q: find u ·v.

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Q: 1. Use the Product Rule to differentiate y = x³(2x + 1)*.

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Q: Find abs. max 8 min f(xeg) = x²-3y² - 2x + 6y | on R: square which vertices Coc0)r (200] (2ィ2),(o/2)

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Q: Use the substitution method to evaluate V1-22dx

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Q: tan X Select the rules - Alyebra -Recierocal -Quotien4 Py tuagoren ) Oda lE ver -Evaluation 58idate…

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Q: f 4sin20 - 9 =-7, where 0 <0 < 2z,

A: 4sin2θ-9=-7;0≤θ&lt;2π Now, simplify the equation, 4sin2θ-9=-74sin2θ=-7+9sin2θ=24sinθ=±12

Q: Find the total ancd neguon between x-axis and the gruph of y==X2 - 3X, -7sx52

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Q: What is tle sum of P(x) and Q(x) if P(x) = 4x² + 6x – 9 and Q(x) = -7x² - 12x + 8? %3D 1. -3x2 - 18x

A: GIVENP(x) =4x2 +6x-9Q(x)= -7x2-12x+8

Q: 82z 82z + 8x2 82z If z = x + y lnxy, show that x- = y², y2. 8y2 ID 8x8y

A: Given, z=x+ylnxy We need to show that,    xδ2zδx2+δ2zδxδy=y2δ2zδy2

Q: Find mZR. R S 105° 3. 3.

A: Here the given figure is an isosceles trapezoid with parallel sides ST and RQ. For an isosceles…

Q: find ganeral From of taylak Seriesot FOA-In(3t4xl, about X-0 %3D

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Q: 8) Find x if mZTUV 70°, mZDUV 6x, %3D and m2TUD= 4x+ 10. %3D D

A: Given  m∠TUV=70∘m∠DUV=6xm∠TUD=4x+10

Q: Find mZF. 4/30 G 4/30 E mZF %3D Submit

A: We have to find the angle

Q: 5. y' = 2x?y – 4y %3D

A: 5 Given differential equation is y'=2x2y−4y......1. We have to find the solution of the given…

Q: find z trans foyms of folleing -an simwn ĭ

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Q: the area of the region enclosed by 4x−y−16=0 and y2−4x=4.

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Q: Show that Live - de = In(V5- 2). -1 Vx2 + 2x +2

A: We need to show that, ∫-11-dxx2+2x+2=ln5-2

Q: HW: Expand (4+ y 2- (a-5) 1-

A: I have used binomial expansion

Q: How would I do this?

A: Given integral can be written as

Q: Find Cov(2X,2Y)

A: Here, x y P(x,y) xy.P(x,y) 1 3 0.14 0.42 1 4 0.13 0.52 1 5 0.24 1.2 1 6 0.17 1.02 2 3…

Q: Does S = {x² + 1,x² – 1, 2x – 1} span P2?

A: we know dimension of P2 is 3 so any set which span P2 must have at least 3 elements. here given set…

Q: Jk, when = & Case y: 2 Sing

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Q: sketch the preceujse - def med tunctror -32+2 if x <3 far. for 2. of 3<Y<S

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Q: Evaluate ff xydxdy over the square with corners (0,0), (1,1), (2,0) and (1, –−1) (u + v) (u - v) 2 2…

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Q: Find a if y = 16+ secax 6x %3D

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Q: Show that if A? = I, then |A| = ±1

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Q: Find the degree homogeniety of y'=2xy/y^2-x^2

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Q: Find Dzy if y = Vexz +eVx² %3D

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Q: 3 4 Evaluate [, S* 2dydx

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Q: 5lim V3+x-J3 8→0

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Q: aw find if w = 2x²y- 2z and at 2t3 • y = 5e-3t AZ = 3lnt %3D

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Q: SHOW 12 dzc= In (7+4V) 2. 8 Vx2 -8X

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Q: Find m/Z. 12 124° 8 33 7 Y mLZ IN

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Q: Use substitution technique (Vp+qx + x² = z – x) to show that dx 1 Vr2 + x + 2 +x – /2 - In Vx² + x +…

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Q: Use cubic interpolation method with two points to find µ2 , where a = 0.6, h = 0. 1, ɛ = 0. 001 and…

A: Given: Let's determine μ2 using cubic interpolation method,  here a=0.6, h=0.1, ε=0.001,ϕι=-2.7

Q: Sketch the nullcline for: x' = 4 - y2 + x2 Explain.

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Q: What is Af and df of * 12.8 y = if x1 = 10 and x, = 10.24 ? %3D

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Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.