The function f(x)=2x−3 has a graph in the xy− coordinate plane.Select the answer choice that contains only points on the graph.A. (8,13),(3,−9),(5,7)B. (0.2,−2),(0.3,−2.4),(0.4,−2.2)C. (4,−5),(2,1),(1,−1)D. (0,−3),(0.5,−2),(1,−1) Get tutor help4 The coordinates of three of the vertices of a trapezium, ABCD, are A(3,5),B(−5,4) and C(1,−5). AD is parallel to BC and angle ADC is 90∘.Find the coordinates of D. Get tutor help[-/1 Points]DETAILSMY NOTESSCALCET9 16.8.003.Use Stokes' theorem to evaluate ∬S curl F⋅dS.F(x,y,z)=zeyi+xcos(y)j+xzsin(y)k,S is the hemisphere x2+y2+z2=4,y≥0, oriented in the direction of the positive y-axis Get tutor helpClassLink 6:53 PM Tue Apr 30AAixl.combig lip characters - Google SearchVolume of cubes and rectangular...Volume of cubes and rectangular...Find an equation for a sinusoidal function that has period π, amplitude 1 , and contains the point (−43π,4).Write your answer in the form f(x)=Asin(Bx+C)+D, where A,B,C, and D are real numbers.f(x)=Submit Get tutor helpLink 6:52PM Tue Apr 30AAixl.combig lip characters - Google SearchVolume of cubes and rectangular...Volume of cubes and rectangular...Write eVideoFind an equation for a sinusoidal function that has period π, amplitude 1 , and contains the point (−43π,4).Write your answer in the form f(x)=Asin(Bx+C)+D, where A,B,C, and D are real numbers.f(x)=□SubmitWork it outNot feeling ready yet? These can help:Write equations of sine functions from graphsPractice in the appSolve absolute value equations Get tutor help101 pointWhich representation of a transformation on a coordinate grid does not preserve congruence?(x,y)→(71x,71y)(x,y)→(x+7,y+7)Option 1Option 2(x,y)→(x,−y)(x,y)→(y,−x)Option 3Option 4Other: Get tutor help6. Rectangle WXYZ with vertices W(−7,2),X(5,2),Y(5,−6), and Z(−7,−6) :a) dilation with scale factor of 1/4 using (−7,6) as the centerb) reflection in the y-axisW′(□)X′(□)Y′(□)Z′(□) Get tutor helpTier A1. Three points are O(0,0),A(4,2) and B(1,2). Find the equation of the line which is parallel to OA,C is the point on this line whose x-coordinate is −511 y-coordinate of C and show that OB=OC.2. In the trapezium ABCD,AD is parallel to BC and the points B(1,2)0 and C are B(1,2)2 and B(1,2)3 respectively. The perpendicular from B(1,2)4 to B(1,2)5 meets B(1,2)5 at B(1,2)7. Find(i) the equations of B(1,2)5 and B(1,2)9,(ii) the coordinates of B(1,2)7,(iii) the value of OA,C1, where OA,C2, given that OA,C3 is the point OA,C4,(iv) the coordinates of OA,C5, on B(1,2)9 produced such that OA,C7,3. The points B(1,2)0 and C have coordinates x0 and x1 respectively.(i) Calculate the gradient of the line x2.(ii) Find the equation of the line x2.(iii) The point x4 lies on the line x2 produced. Find the value of OA,C1. Get tutor help