3. a) Write a rule for the translation of quadrilateral EFGH to E'F'G'H' b) Write a rule to translate quadrilateral E'F'G'H' back to EFGH 32 12 3 H 32

Q: 8,9 reflected over x-axis and y-axis

A: Reflection of (8,9) over X axis is (8,-9) Reflection of (8,9) over y axis is (-8,9)

Q: *5. Prove that no two lines in hyperbolic geometry are equidistant from one another by showing that…

A: To prove that no two lines in hyperbolic geometry are equidistant from one another , first we…

Q: -10- If the required is a point, use (x, y) form.

A: Given that:                           NOTE: As per our answering guidelines, we can only answer 1…

Q: show that }I f,lm) Ck-m) 2.

A: For, ∑m=0kf1mf2k-m, substitute k-m=n or m=k-n: ∑m=0kf1mf2k-m=∑k-n=0kf1k-nf2k-k-n…

Q: Sketch the grafph Following Funcfions Tor the :も L) 2=4- y bx+2y t3でンと *)モ x3+ +y2

A: Here we have to sketch the graph for the following function. i) 6x2+2y2+3z2=6j) z=x2+y2k) z=x3+y2L)…

Q: 13) Find the eu.f Planr Parlt te 2x-4+27=1whos e distanc rodme (3:2,-1) is twise their distance to…

A:

Q: A natural cubic spline is defined by Sa,(x-1)' +b,(x-1)² +c, (x - 1) + d, S(x) =- if 0sxs1 (x- 1)' +…

A: Step:-1 Since, we know for cubic spline S(x)=S0x=a0x3+b0x2+c0x3+d0…

Q: Suppose that (a) point C lies in plane X and (b) point D lies in plane X. What can you conclude…

A: Let point C and D lies in plane X. A straight line can be formed by joining the points C and D. Let…

Q: ) Find the fomily of the equ ation of all lines in 3-space perpen diuler to 2x -y +2u u Given line

A: Family of lines contains parameters.

Q: Which of these statements best describes the trlangle?

A: Law of sine: - The rule of sines is the ratio of side length to the sine of the opposing angle in…

Q: 5. What is UF, where F = Ø? Prove the correctness of your %3D | computation. answer

A:

Q: In AHIJ, HJ is extended through point J to point K, mZJHI = (x + 12)°, mZHIJ = (x - 3)°, and mZIJK =…

A:

Q: I, use t-formulae to

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Q: Use the paperclip button below to BIU に: Q

A: Given :    In Red quadrilateral ABCD      Coordinates :    A = (1 , 6 )     B = ( 7 , 6 )      C = (…

Q: Find the distance between 4y + 3x = 4 and point (0, 5) O 3.4 O 3.2 O 2.8 3

A:

Q: 5. Find all points at whi

A: 5. Given curve C with parametric equations   C: x(t)=2cost, y(t)=8sint We have to find all points on…

Q: Show that the embedding of part (g) takes lines to "lines."

A: (h) We have to show that lines from ℝ2 maps to lines in P2. Lines in ℝ2 will be of the form ax+by=0.…

Q: Prove that: sec a + sec(120° +a)sec(120° – a) = –3 sec 3a

A: To prove that  secα+sec(120∘+α)sec(120∘-α)=-3sec3α

Q: Let а в %3D Compute e. To be clear, a, B are constants.

A: Given, A=αβ-βα Determine the value of eA.

Q: Suppose that two nondimensional quantities are exactly A chapter, express the four quantities (A+B),…

A: Given,          A=8.73       3 siginficant figuresB=1.389     4 siginficant figures

Q: Prove that d (sec"x)= 1.

A:

Q: If y = xsinx then prove that y''+y=2cosx

A:

Q: (b)* Show that Y' is closed.

A: Actually we shall show, closure of the set = the set. Then this set will be closed.

Q: *5. Prove that no two lines in hyperbolic geometry are equidistant from one another by showing that…

A: Hyperbolic Geometry:        It is also a non-Euclidean geometry. It is through a point not on a…

Q: Prove that z'e'-z = 1 has exactly two roots inside the circle |z] = 1.

A:

Q: ☺ show dhat 2) G(x,x) => Uola) Uorlo) were G is green funcfion

A:

Q: Point K is on line segment \overline{JL} JL . Given JL=x+10,JL=x+10, KL=4x,KL=4x, and…

A: here point K is on line sagement JL so it divide in two part one is JK and KL here we have to find…

Q: Show that f: R → R defined as f(a) = 3a³- 4 is a one to one %3D iuicuon.

A:

Q: Find the eu. f line through the Pont (-2,3,4) and Parallel to e Planes: 2x +3y +42-5, 3X+4y+52 - 6…

A:

Q: A cubic polymom ial 3rd has 2, 3+i and one more. and what the origina the root what is is function.

A: Here, note that the complex root is always in a pair.

Q: What are all of the theorems used in a ferris wheel?

A: A Ferris wheel is a type of amusement attraction that consists of a revolving upright wheel with…

Q: . Express the original claim in symbolic form. Let the parameter represent the adults that would…

A: Claim : A minority of adults would erase all of their personal information online if they could.

Q: Use the main theor 't take powers)

A: We have to show that 12 must be the primitive root of 25 by using the main theorem on the primitive…

Q: Show that every point of R is zero distance from Q

A:

Q: Make a general statement regarding invariant points after a reflection in the x-axis and then in the…

A:

Q: Consider ỹ,,y2, ÿ,ER³ and that y,+y,+y;=0. For Î=span{ ỹ,,y} and Y=span{ỹ2, y, show that Î=Ỹ.

A: Given  that  y→1, y→2, y→3∈ℝ5 and that                   y→1+ y→2+ y→3=0→. and           Y^=spany→1,…

Q: I think you are suppose to use the fundamental theorem of calculu.

A:

Q: 2.) Use the chain cule to find dz and d ond guen the fllowng: Yoy must show in work that your the…

A: We have to find partial derivatives.  Concept:

Q: Find all points where fex)= |21x-131 fails be be differenbiadle

A: Given:- f(x) = |21x-13| To find:- All points where function non differentiable

Q: The Canonical form of a hyperbolic PDE is F (ξ, η , u, ug , un ) %3D False True

A: To check the given statement is true or false. Given that the canonical form of a hyperbolic PDE is…

Q: Describe a test for symmetry with respect to the line θ = π/2 in which r is not replaced.

A: # Test for symmetry about the line  θ=π2,   Replace  (r,θ)  by  (-r,-θ) in the given polar equation…

Q: Sketch the bifurcation diagram for r' = x3 - ax.

A: Consider the given differential equation x'=x3-ax. Therefore at equilibrium point, x'=0. That is:…

Q: Why is it called the sandwich theorem?

A: If we have three sequences fn,gn, and hn and limn→∞fn=L=limn→∞hn then limn→∞gn=L.

Q: 6. 1 Let W = Span -1 4 and y = 1 What is the distance -4 1 10 from y to W ?

A:

Q: Consider the linearizable functions as follows. Find new transformed variables (rª, yª, Bor B as you…

A:

Q: Let ū=(1,l02) and V=(-1,3,0), find the distance dlū,).

A:

Q: (1) What is the relationshi etween lines 11 and 12? wl Y = 2 y = 1+ 2t Z = 1+t

A: Given: L1:x=2        y=1+2t     z=1+tL2:x=4-t   y=1+t      z=2+t

Q: I. Solve using De Moivre's Theorem. Given that z is not real number and z = 1, show that w = z-1 z+1

A:

Q: Ihow do you bnd the imit of as x approaches 0?

A: The limit of x+1-1x as x approaches to 0

Q: Suppose that fo sf,:X-gy and g,-3 YoZ Prove that (Hint : First use ce) to show that gfe g,, and then…

A: