RX and RY are the perpendicular bisectors of AB and AC, respectively. Prove: (a) A RAX A RBX STATEMENTS REASONS (b) RA RB = RC nd RY e the I bisectors of 5 mnd Tr respeetively Giuen

Q: Let ((u,u2,u3),(V1,V2,V3))=2u,Vị+3u2V2+U3V3 be an inner product on R3. Determine the angle in…

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Q: 2. In the figure, 21 = 2, 23 = L 4 and BD = CF. Prove that AC = EF and AB = DE. E В F D C 2.

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Q: Let U(7, 6, -5), V(2, 8, -2), and W(1, 10, o). calculate the scalar triple product U.(VxW) Answer:

A: Given that  The vectors U(7,6,-5) V(2,8,-2) and W(1,10,0) To find the U(V*W)

Q: Given: D is the midpoint of AC АС — ВС A CD 2х + 5 ВС — х + 28 Find: АС

A: Given: D is the midpoint of AC. AC=BC CD=2x+5 BC=x+28

Q: 5- ABCD is a trapezoid whose diagonals AC and BD intersect at the point E. If AB=2/3 DC, prove that…

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Q: 20. MB is a perpendicular bisector of JK. Find the value of x. Work: 9x 18 3x K B

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Q: If NM = 3i- j - k and NP = i + 2j-5k Find PM: PM: А

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Q: In the given figure, ABCD is a parallelogram in which E is mid-point of AD and AM//EC. AM and DC and…

A: Given- In the figure ABCD is a aprallelogram in which E is mid point of AD and AM/EC. AM and DC are…

Q: 1). Let, 2=x+iy *,y€R. In this case, (a). Prove the equations 2-2+2 and a = i.2 %3D %3D

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Q: Consider AGHJ in the figure below. The perpendicular bisectors of its sides are KN, LN, and MN. They…

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Q: EVALUATION: 1.Points P, Q, Ra = QR = 30. If the what is the coordi 2. If B is between BC=6x + 12 and

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Q: RS || VT, RV 1 VT, and ST 1 VT RSTV is a parallelogram Given: Prove: R V T.

A: Prove that RSTV is a parallelogram.

Q: 3) If z =2+i, =2-3i, z, =1-i, find in the form a+bi: a. z(z, +z,) b. 2,7, +72, (Note: Z, means the…

A: z1=2+i, z2=2-3i,z3=1-ia) z1z2+z3b) z1z2⏜+z1⏜z2c) 1z2+1z3

Q: Let à x b = -38 i +6 j 20 k Where a = -2 i + 4 j + 5 k and b = mi + 6 j − 2 k, ɓ Calculate m, là b,…

A: Basic formulas from vectors will be used.

Q: If u- i+ j+ k, v= 10 i +4j+6 k, y w= 8 i+9j+7 k, evaluate the dot triple product (u x v) - W. 86…

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Q: (a) Evaluate APA: – 6) R where R is the solid hemisphere r² + y² + :² – 2r + 4y = 4, : 0.

A: We want to evaluate  ∫∫∫R9-z2dV where R is the solid hemisphere x2+y2+z2-2x+4y=4, z≥0 We can write…

Q: Which statement is right? a. If pi/3 is the angle between u and v, then u . v = 1/2 ||u||||v|| b. If…

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Q: If LM bisects ZJLK find LJ. J x+ 3 8. a 18 11 14 Od 21

A: From the given figure: In triangles ∆JLM and ∆MLK ∠JLM=∠MLK LM sides are common. It means that…

Q: Let f(z) = ((z – 3i)² + 9)ez-, Evaluate S. f(2)dz, where C is |z – 2i| = 2, positively directed. a)…

A: Given that fz=z−3i2+9e1z−3i. We have to evaluate ∫Cfzdz, where C is z−2i=2. Use formula:-…

Q: Q.1) Evaluate rsec(x) 3cos(x) dydx Q.2) Evaluate -dzdrdy 1+y

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Q: Exercise Pustlems #: A. Deter hiine the Yp of tue difft'l eghs shorwn belou iII) yiv -y" - 4x+ 2xe.

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Q: O ut pg are psimo elemanto in am intepel dmaim Rwith Limt elbment Such that P1q, thes Blow andd ą…

A: That's easy. Have a great day!!!

Q: Draw a block diagram for the difference equation below

A: The given difference equation is y(n+2)+5y(n+1)+6y(n)=x(n+1)

Q: H-w lo Find the discontinnitypoint of &Cz): ニ 5(2+i) 2+ci-2)Z -2i fcz) = f cz) = Sin Z

A: We have to solve given problems:

Q: 9 In parallelogram ABCD, diagonals ĀC and BD intersect at E. Which statement does not prove…

A: By using properties of rhombus

Q: 2Reduce the gver equaton to coronical form;determine the type of the equ ation and the geometric…

A: Consider the given equation. 19x2+6xy+11y2+38x+6y+9=0 The general form of the equation is defined…

Q: Assume that a = b + d. a. Show that the trapezoid is isosceles. b. Prove that its diagonals are…

A: Given  Here assume that a = b + d.

Q: Find the unit of the resultant Parallel veetor? ri =2i+ 4j-5k , r2=i + 2j+3 k

A: Given: r1=2i+4j-5kr2=i+2j+3k

Q: Let u=i+j, v=j and w=k. Find c₁, c₂ and c3 such that 5i +5j + 4k =q₁u+c₂v+C₂W.

A: Given: u=i+j  v=j  w=k

Q: In the adjoining figure, ABCD is a trapezium in which AD//BC. M and N are mid points of diagonals BD…

A: Given that ABCD is a trapezium in which AD||BC. Also M and N are the midpoints of the diagonals BD…