Concept explainers
ASSESSMENT
The following figure is a box in which the top and bottom are rectangles with
a. Find the intersection of
b. Name two pairs of perpendicular planes.
c. Name two lines that are perpendicular to plane
d. What is the measure of dihedral angle
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Check out a sample textbook solutionChapter 11 Solutions
A Problem Solving Approach To Mathematics For Elementary School Teachers (13th Edition)
- Which lines or line segments or rays must be drawn or constructed in a triangle to locate its aincenter? bCircumcenter? corthocenter? dcentroid?arrow_forwardShow that each pair of sectors is perpendicular. 2i+j and i2jarrow_forwardName the plane represented by the back of the box. A I D B F O BAD FEC O FKG O ADE E J K C G Harrow_forward
- Name the plane containing the lines m and t. Just write the letter in upper case.arrow_forwardACTIVITY 2: KEEP PRACTICING! Direction: Use the figure at the right to answer what is being asked: 1. How many planes are there in the figure 2. How many planes contain H? 3. Name two lines that contain N. 4. Name two points not on the Plane XBN. 5. Name four points that are coplanar :? H LA TIC M OREarrow_forwardtind the snortest Distance d famthe paint to the plane X+y+Z=8.arrow_forward
- if none of the choices represents a correct answer, select the option “Other” and write your own answer. Please, I need your help.arrow_forwardGraph the first-octant portion of the plane. x+y+z=2 Choose the correct graph below. O A. Z y O B. y Q O C. y Q O D. Q Garrow_forwardIs the angle a.14 degrees b. 57 degrees c. 61 degrees d.122 degreesarrow_forward
- What is the term for two lines in a plane that intersect at a 90°angle? parallel lines skew lines perpendicular lines coordinate axes linesarrow_forwardi need sol Asap. thank you.arrow_forwardDraw a straight line parallel to the base BC of the triangle ABC and meeting AB and AC (or produced) in D, E so that DE will be equal to (i) the sum of BD and CE; (üi) their difference. CONSTRUCTION: Bisect the /B to meet the bisectors of the C internally and externally in P and Q. Draw from P and Q the parallels D,PE, and QE,D, to BC to meet AB and AC respectively in D1, D2 and E1, E2. Then E,D, and E,D, are the two required lines A P Barrow_forward
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