9 = Vx – 4 + 5.

Q: 11. (Sx + 2)

A:

Q: 12) y= sec (2– 3x)

A:

Q: 4. Simplify: xyc*; A. В. C. D.

A:

Q: y = x lnx,  [1,2]

A: MVT conclusion for point ‘c’ is

Q: 5. Find x and y 3y-4° 1o0

A: In a cyclic quadrilateral, the sum of a pair of opposite angles is 180°

Q: 21

A: 15X+D = C 15X + 10203020100 = 231002 Multiply both sides by 5 X + 10203020100 = 101550010 Then [X]…

Q: valuate the X = (3-9) JJ²

A: We solve by using double integral.

Q: m) Linearize : -3x 天ェ_= around %31

A:

Q: How do you find the inverse matrix

A:

Q: DIFFERENTIATE ITOU h(t)= 6t + 1 6t-1

A:

Q: -jx+3 16 x > -8 O D r > 8 x > 8

A:

Q: 3x + 나y는 10 to Qx +3y = 7 %3D

A: NOTE: Refresh your page if you can't see any equations. . system Ax=b is  augmented matrix is

Q: @ (3.+j4)*

A: Since solve the first question for you. If youwant any specific question to be solved then please…

Q: Find Pr(Y=2|X=3).

A: The probability distribution table is given To find Pr(Y=2|X=3) here we use the formula…

Q: こ (0) of

A:

Q: y3 = 17 | 3xª + 5y3 = 53

A: x4+y3=17 3x4+5y3=53

Q: Find the domain

A:

Q: J〇 is

A:

Q: 6x + 2 j+ 9.r +1

A: General solution is y→=yc→+y→p Given nonhomogeneous system is y'→=1411y→+69x+21  Here A=1411  For…

Q: d) h(x) = Vx3 + 4x² + 1. %3D

A:

Q: kx, V; = 1+ kt

A: There is an equation of flow velocity field given

Q: Let d3+2y (1,)ル

A:

Q: v0

A:

Q: 12vt dt (1+t3/2)2

A:

Q: Evaluate √t (3t-t²) dt

A:

Q: yy'=t^2

A: Given,       yy'=t2

Q: ドoy そ+| 4x

A:

Q: 2 7t 3/2 dt

A: we will use substitution

Q: By using the elimination method

A: According to the given information it is required to solve the given set of equations using…

Q: W 5x +1 53° Z. mZZWV = ° %3D X = 9. 39°

A:

Q: 2. To the right of z = -1.22

A: Given: To the right of z=-1.22 We are asked to sketch the area to the right of the z-value -1.22 and…

Q: x²dx 3. S х2—4 |

A:

Q: C. h(x) = V5x - 6 %3D

A: the given function h(x)=5x-6

Q: Find   d^2/dt^2(t^10lnt)=

A: Given: Differentiate the above expression with respect to 't'.

Q: an Vn + 2

A:

Q: y =+ on t.3 4x

A:

Q: у" — 8y' + 16у %3D 0

A: Given differential equation is y" - 8y' + 16y = 0

Q: 1+x+y dzdyax Jc JO Jo

A: To evaluate the given iterated integral.

Q: J 7+6x - x²dx

A:

Q: (b) 3r+1 = 52

A: Q (b) asked and answered.

Q: e to the right. (2x+1)° (2x-1)°

A:

Q: J4ー Ax

A:

Q: 6. S(1+ 3*)²dx

A: First of all we need to integrate the function then apply the limits

Q: dt K = t5

A: Given : K = ∫15dtt5

Q: Evaluate

A: The given integral is  ∫012x-1x3+7dx

Q: Evaluate for x=1.5 and y= 3. Show all of your work.

A:

Q: Q25olu t4e tellowngyst *+uy-2 42=42.8 *+2-64+2242,4 +2x+4gy-52=-38-96

A:

Q: To the right of z= 0

A: If the random variable X follows normal distribution with mean µ and variance σ2 i.e. X~N(µ, σ2)…

Q: 2x+3=1 Show your work

A: Given equation: 2x + 3 = 1

Q: 3 + 7x + 5 ) d Find æ Preview + C

A: Given integral can be written as We know that integral of (x^n)dx is x^(n+1)/(n+1)

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.