centered at (h, k) and all its necessary parts aresummarized in a table given below:COLUMBAN COLLEGE INC., OLONGAPO CITYHART SENIOR HIGH SSCHOOL – BASIC EDUCATION DEPARTMENT ASINANWAMJLEARNER'S MODULESection:Name of the StudentName oC =b =a =a =C= odd yd ylgGeneraStandaVertices:Vertices:Co-vertices:Co-vertices:Foci:Standard equation:FociVerticCo-VeFoci:Standard equation:s bnsGeneral equation:oism to damslGeneral equation:EndstyDire3. C(0, 0); minor axis is parallel to y-axisLength of minor axis = 8MaiMirLength of major axis = 12b =Lena =C =LerVertices:LenCo-vertices:Foci:Standard equation:General equation:erts ni al azglo noltsupa biebnsia sfT notsupe bisbnet2ert nertsw d bns 6to sulsv a4y29=14x2lo sulevses 4.25erli yloitlum 3D erti bnit oT0001 (b =%3D00Vertices:01es of sisups bnt10nimC =a =(0) bCo-vertices:et bnFoci:bna 01Standard equation: tsle bno s2gills sd to2100noltuloeGeneral equation:theAl axe 1onim to dtansiSTANDARD EQUATION OF AN ELLIPSE CENTERED AT (h, k)The standard and general equation of an ellipseMhe. )UEUTO H. BERMEJOSTE111: PRF-CALCULUS (STEM MAJOR 1) MAKI SENIOR HIGHJLEARNER'S MODULESection:Name of the Student(h, k) =(h, k) =a =danal ed a=Vertices:b =Vertices:nu P ieTonim toCo-vertices:Co-vertices:Foci:Foci:Standard equation:Standard equation:onim to dignalGeneral equation:General equation:3. C(-1, 7/2); minor axis is parallel to y-axisLength of minor axis = 8Length of major axis = 12a =b =(h, k) = .Vertices:Co-vertices:Foci:eleimoBups 161ee5Standard equation:Vamie noritGeneral equation:then tethet the velueofof minor4(x-3)24.4(y+4)2to sbod= 125lomo a 9le bno 9zgills si to zting bynolsuloz ub= c= (h, k) =(,01-V:(-) TA RITV3 SVertices: xnonim to dtanela =Co-vertices:Foci:Standard equation:General equation:MR. ANGHELITO H. BERMEJO T2STE111: PRE-CALCULUS (VOR 1)JECTAUTHOR

I will do only 1st page question

summarized in a table given below: centered at (h, k) and all its necessary parts are 3. C(0, 0); minor axis is parallel to y-axis Length of minor axis = 8 Length of major axis = 12 b = a = C = Vertices: Co-vertices: Foci: Standard equation: General equation: edt noltsupe bisbnete.o averi li'sw d bns s lo sulsv T 4x2 4y2 4. +. 1 %3D foiblum 30 erdi bnit oT 25 9. C0105 of 9isups bn C = a = b = Vertices: Co-vertices: Foci: Standard equation: bino s2gil General equation: im to dransl STANDARD EQUATION OF AN ELLIPSE CENTERED AT (h, k) The standard and general equation of an ellipse Minor ais the ) Mar h a UTO H. BERMEJO STE111: PRE-CALCULUS (STEM MAJOR 1)

summarized in a table given below: centered at (h, k) and all its necessary parts are 3. C(0, 0); minor axis is parallel to y-axis Length of minor axis = 8 Length of major axis = 12 b = a = C = Vertices: Co-vertices: Foci: Standard equation: General equation: edt noltsupe bisbnete.o averi li'sw d bns s lo sulsv T 4x2 4y2 4. +. 1 %3D foiblum 30 erdi bnit oT 25 9. C0105 of 9isups bn C = a = b = Vertices: Co-vertices: Foci: Standard equation: bino s2gil General equation: im to dransl STANDARD EQUATION OF AN ELLIPSE CENTERED AT (h, k) The standard and general equation of an ellipse Minor ais the ) Mar h a UTO H. BERMEJO STE111: PRE-CALCULUS (STEM MAJOR 1)

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

Chapter9: Surfaces And Solids

Section9.1: Prisms, Area And Volume

Problem 49E: A diagonal of a cube joins two vertices so that the remaining points of the diagonal lie in the...

See similar textbooks

Similar questions

Consider noncoplanar points A, B, C, and D. Using three points at a time such as A, B, and C, how many planes are determined by these points?
For a regular tetrahedron, find the number of faces, vertices, and edges in the polyhedron. Then verify Eulers equation for that polyhedron.
For a regular hexahedron, find the number of faces, vertices, and edges in the polyhedron. Then verify Eulers equation for that polyhedron.
use the map in Figure 11.2. a Find the grid section of Taylor Hall. b. What is located in section 3B?
A quadrilateral has the following vertices given: P1 (1, 4), P2 (3, 4), P3 (3, 6), P4 (1, 6). The location of the centroid from the y-axis is equal to
The triangular region Ω has vertices (1, 1), (2, 0), and (2, 3).
where T is the solid tetrahedron with vertices (0,0,0) (1,0,0) (1,1,0) and (1,0,1)
A cube of cheese from Italy with edge measure of 1 was cut by Mickey using a plane in a manner that the it goes through three (having no two of it lying on the same edge) of the cheese cube's vertices. Calculate the surface area of the smaller fragment of the cheese cube.
A rectangle ℛ with sides a and b is divided into two parts ℛ1 and ℛ2 by an arc of a parabola that has its vertex at one corner of ℛ and passes through the opposite corner. Find the centroids of both ℛ1 and ℛ2.
Find the image of the unit cube with vertices (0, 0, 0), (1, 0, 0), (1, 1, 0), (0, 1, 0), (0, 0, 1), (1, 0, 1), (1, 1, 1), and (0, 1, 1) when it rotates through the given angle.45° about the z-axis
If a 9-mile road is built along the median of the triangle connecting Town R to the highway between towns P and Q, how far will people from each town need to travel to reach the research facility? *Research facility is located at the centroid of the triangle made by highways connecting three towns
the sum of the distances from (x,y) to (-1,0) and from (x,y) to (1,0) is 4. show x and y is related by the ellipse 3^2+4y^2=12