oltain The feterminant f The matria 3. 2-3 /- -3 5

Q: ield F = (A, B, C) such that A = 2zx, B = 3z + 2y, 0,0,0) = 1 and C is independent of

A: We have to find the following conditions according to the given information

Q: Corollary 6.9. Let X; ~ N(m;, o?), i = 1,2, where X1 and X2 are indepen- dent, and let Y = X1 + X2.…

A:

Q: E (u, v) = (u – v², u² + 1, v²) |

A:

Q: fom =

A: To evaluate the given fourier series

Q: Are They Equivalent? (A Check mark the equations that show equivalen 25 30 V 5 10 %3D - 11 55 10 9.…

A: Check mark whose are equivalent. Some questions are not full visible so i skip these .

Q: u = (-7, 7), v = (1, –1) (a) Find u · v.

A:

Q: (t², 17. f(t) = 5-t, 6, 0 ≤ t ≤ 1 1<t≤2 2 <t

A: The given problem is to find the Laplace transform of the given unit step function.

Q: f(X1,X2)= f(X,).f (X2) If X,~N(H1,0) X2~N (H2,0) are not independent then ylgn ihi

A: Thanks for the question :)And your upvote will be really appreciable ;)

Q: write limear combimation of Vq, Uz, Vg .Where 4 V, Vz, Ug .Where as a V. (2,7,10),Ve(1,2;3),Ve…

A: We have to write v as a linear combination of v1,v2 and v3. Then, For any vector a,b  and c…

Q: u = [8, –1, –2] v = [0,7, 2] V u x v = [ Ex: 5

A:

Q: Proof that (b~^d)v(bad~) = b+d

A:

Q: 3) j - i -j → k ~k .. i

A:

Q: 0 <x < 9, 0< y < 4 x), u(x, 4) = 0, u(0, y) = 0, u(9, y) = 0. %3D

A: Given:     uxx+uxx=0       0&lt;x&lt;9       0&lt;y&lt;4u(x,0)= 8 sin (6π9)    u(x,4)=0,  u(0,y)=0…

Q: tnx Find if u=5 y=

A: The expression of dydxfor the following function needs to be evaluated : y = ln(x)x5

Q: n(n)-b" foomzo )nm)こf3.5,0.1 n(m) -u(-mリ) 2,1,3,5,0.7 %3D

A: Disclaimer: Since you have posted a question with multiple subparts, we will solve the first three…

Q: Ģ ={(-2,-9),(4,9), (5,-6),8,A)} hx) = 3>c-14 %3D

A: Given that: g={(-2, -9), (4, 9), (5, -6), (8, 4)}h(x)=3x-14

Q: S3={ 1,a,a2,b,ab,a2b} Show that for all x,y∈ S3, either [x,y]=1 or [x,y]=a or [x,y]= a2

A: Given S3, is a symmetric group whose number of elements is given by  3!=3x2x1=6  In general the…

Q: points and determine whethe ons: -2xy + 2y² - 6x + 8x - 3y² + 24y + 7

A:

Q: 8. Complete the statement: 'A theorem is a wff that is derivable from

A: A theorem is a wff that is derivable from

Q: now using MGF technique that if Z, ~ N(0,1), for i=1,2,3,4,5, then U = Ez ~ x² with degrees of…

A:

Q: Question If z(z, y) = z +y², z = u+v, and y =u-v, find . Provide your answer below:

A: Given:   zx,y=x2+y2x=u+vy=u-v

Q: Using Cramer's rule find the x, y and z 2x-y+3z=-3 3x+3y-z=10 -x-y+z=-4

A:

Q: Find u· (v X w). 22. u = (1, -2, 2), v = (0, 3, 2), w = (-4, 1, -3)

A: Given that  u=(1,-2,2) v=(0,3,2) w=(-4,1,-3) To find u.(v*w)

Q: Solue the inew ua lity 12zx+5]z/2-Sw show also He setls) . Soution neimbe8 Line

A:

Q: u = [2, 6, –5] and v= [-3,–1,6] %3D A · A + (A + ng-) · (A x n)

A:

Q: G,h,I

A: We have given statements and we have to decide if they are TRUE or FALSE.

Q: Pargilelogram ABCD With Al-4,-3) BL-1, 4),C(5,66), D(2,-1) transiafe according to the roe (xiy)->(x…

A:

Q: Using Baye's Theorem, show that if X⊥Y, then I(X;Y|Z)=I(X;Y,Z

A: Using Baye's theorem, show that if X⊥Y, then  IX, Y/Z=IX, Y, Z.

Q: he area of the following:

A: Topic:- area  and geometry

Q: u = (-2, 0, -6), v = (-3, 7, 8) %3D

A: answer is in step 2

Q: linean trensformabe which af the Pollowing ý a Pixiyiz) =(xyt, x+y, x+2, YtZ) PXIYA) =(2x,2y 12Z,…

A: Note:- 1) Due to our guidelines we can solve only 1 question. 2) In question 1) there is a…

Q: ∫cosydy/(2+3siny)

A: Given: ∫cos y dy2+3sin y To Find: The value of the given integration

Q: If z2= -1 then z = i o -i o 土i

A: The given equation is z2=-1.

Q: avestion below H18.18 Ais a Uxb matryx , then the rank of A is at most: nI B)2 c) 3 D)4€) nove

A:

Q: (i) Determine the value ofk (ii) Let a = -1 and b = 2.

A:

Q: Proof that V = µ8 –-

A: It is known that μ=12E12+E-12 and δ=E12-E-12, where, E, is the shifting operator.

Q: Interpreting r  For the same two variables described in Exercise 1, if we find that r = 0, does that…

A: The data shows the body temperature (°C) and head circumference (cm) of 25 measurements. The…

Q: u = [-5, –1] v = [9, –7) w = [8, 1] 5u + v – w = [ Ex: 6

A: We will use the co-ordinate wise vector addition definition in R² where, u, v, w are vectors in the…

Q: %3D Show that for all 2, a, BE C, A(a + B) = àa + A8 fiold ofE the

A: (2) We have to show that for all λ,α,β∈C, λα+β=λα+λβ Let λ=a1+ib1, α=a2+ib2, β=a3+ib3…

Q: u = (1, v = (3, 8) (a) ||u|| (b) ||v|| (c) ||u + v||

A: *As per our guideline we are allowed to answer only 3 sub-parts at a time. Kindly please re-post…

Q: x) = e* over [-2, 2], n = 2

A:

Q: Make a conjecture about the diagram below. Do you think you can conclude that AJKL = AXYZ? Explain…

A:

Q: Find curl(4= i+ 5x j+ 6y k). curl(4: i+ 5x j + 6y k) = ( i )i + ( i )j +( i

A: We have to find curl

Q: fsin2e Dnd the Oalug

A: Given that, sin 2θ=cos 50° We have to find the value of θ.

Q: If Cov(X,Y)=-99, a? = 121 and o = 81 then, coefficient of correlation r(X, Y) will be %3D Select…

A: Given,Cov(X,Y)=-99σx2 =121σy2 =81

Q: es/ find the incdence madrix of K2,3

A: As per the company rule, we are supposed to solve the first problem mentioned from a set of multiple…

Q: af af If f(x, y) = (x³ + 8y²)³, find and ax ду af Əx af ду II

A:

Q: Let A = {0, 1, 2} and let B = {-2, 0, 1, 2}. %3D

A: Given,        A=0, 1, 2, and B=-2, 0, 1, 2

Q: wo-column proof to

A: we have to show that the given triangles are congruent.

Angles in Circles

Angles within a circle are feasible to create with the help of different properties of the circle such as radii, tangents, and chords. The radius is the distance from the center of the circle to the circumference of the circle. A tangent is a line made perpendicular to the radius through its endpoint placed on the circle as well as the line drawn at right angles to a tangent across the point of contact when the circle passes through the center of the circle. The chord is a line segment with its endpoints on the circle. A secant line or secant is the infinite extension of the chord.

Arcs in Circles

A circular arc is the arc of a circle formed by two distinct points. It is a section or segment of the circumference of a circle. A straight line passing through the center connecting the two distinct ends of the arc is termed a semi-circular arc.