1) Find the missing ordered pair of a rectangle that has the three given vertices. 250 character(s) left Your answer is too long. 2) Find the missing ordered pair of a rectangle that has the three given vertices. 250 character(s) left Your answer is too long. 3) Find the missing ordered pair of a square that has the three given vertices. 250 character(s) left Your answer is too long. 4) Find the missing ordered pair of an isosceles right triangle that has the two given vertices. 250 character(s) left Your answer is too long. Print out the figure below and determine where a fourth point T could be placed to make a parallelogram, and then answer the next three questions. (Note: Three different parallelograms can be formed depending on which quadrant point T is placed.) 5) Name the coordinates of point T, when placed in Quadrant I, that makes parallelogram QRST. 250 character(s) left Your answer is too long. 6) Name the coordinates of point T, when placed in Quadrant II, that makes parallelogram QRTS. 250 character(s) left Your answer is too long. 7) Name the coordinates of point T, when placed in Quadrant III, that makes parallelogram QTRS. 250 character(s) left Your answer is too long. 8) Where would point T be placed in Quadrant I to make trapezoid QRST such that the non-parallel sides are congruent? State the coordinates of point T. 250 character(s) left Your answer is too long. 9) Determine the area of the trapezoid in the previous problem. [Hint: A = (1/2)h(a + b)] 250 character(s) left Your answer is too long. 10) Determine the area of the outer ring (red) of the circle. (a) What is the area of the outer ring? (b) Give an explanation of how to solve the problem. 4000 character(s) left Your answer is too long. Refer to the drawing of a pair of parallel lines cut by a transversal to answer the next six problems. 11) List four pairs of vertical angles and write them as congruence statements. (Example: Angle 9 is congruent to angle 10.) 4000 character(s) left Your answer is too long. 12) List four pairs of corresponding angles and write them as congruence statements. 4000 character(s) left Your answer is too long. 13) List four pairs of angles that are supplementary 4000 character(s) left Your answer is too long. 14) List two pairs of alternate interior angles and write them as congruence statements. 4000 character(s) left Your answer is too long. 15) List four acute angles. 4000 character(s) left Your answer is too long. 16) List four obtuse angles. 4000 character(s) left Your answer is too long. For the next seven problems, find the surface area or the volume. Label the answers correctly with square units or cubic units, whichever is appropriate. 17) Surface area of a square pyramid: base is 2 cm x 2 cm, slant height is 3 cm. 250 character(s) left Your answer is too long. 18) Surface area of a cube: base edge is 4.2 cm 250 character(s) left Your answer is too long. 19) Volume of a square prism: base area is 14 sq cm, height is 18 cm. 250 character(s) left Your answer is too long. 20) Volume of a cylinder: base area is 14.1 sq cm; height is 16 cm. 250 character(s) left Your answer is too long. 21) Volume of a triangular prism: base area is 14 sq cm; height is 10 cm. 250 character(s) left Your answer is too long. 22) Volume of a cylinder: radius of 4 cm, height of 6 cm. 250 character(s) left Your answer is too long. 23) Volume of a cone: radius of 4 cm, height of 6 cm. 250 character(s) left Your answer is too long. 24) What is the perimeter of a square with an edge length of 3.5 centimeters? 250 character(s) left Your answer is too long. 25) What is the perimeter of a rectangle that has a base of 4.2 centimeters and a height of 5.2 centimeters? 250 character(s) left Your answer is too long. 26) What is the measure of an interior angle of a regular decagon? 250 character(s) left Your answer is too long. 27) What is the measure of the exterior angle of a regular decagon? 250 character(s) left Your answer is too long. For the next two problems, refer to the chart below to convert the given measurements. 28) 10 pounds (lb) = ________ kilograms (kg) (Round the answer to the nearest tenth.) 250 character(s) left Your answer is too long. 29) 3000 millimeters (mm) = __________ inches (in) 250 character(s) left Your answer is too long. 30) Find the square root. 250 character(s) left Your answer is too long. 31) Find the square root. 250 character(s) left Your answer is too long. 32) Find the square root. 250 character(s) left Your answer is too long. 33) Find the square root. 250 character(s) left Your answer is too long. 34) Write the number in standard form. 250 character(s) left Your answer is too long. 35) Write the number in standard form. 250 character(s) left Your answer is too long. 36) On paper, draw the net for a cylinder. Describe the drawing by stating the names of the shapes and stating the number of each different shape. 4000 character(s) left Your answer is too long. 37) On paper, draw a net for a square pyramid on paper. Describe the drawing by stating the names of the shapes and stating the number of each different shape. 4000 character(s) left Your answer is too long. 38) Explain how a net helps when finding the surface area of a solid? 4000 character(s) left Your answer is too long. 39) A rectangular solid is built by stacking 1 x 1 x 1 cubes as shown in the figure. What is the total number of 1 x 1 squares that cover the six faces (surfaces) of the rectangular solid? a.) 120 b.) 112 c.) 196 d.) 144 40) How many 1 x 1 x 1 cubes would it take to build the solid in the previous problem? a.) 120 b.) 112 c.) 196 d.) 144 41) The cubes that are within the solid are white and not painted. How many 1 x 1 x 1 white cubes (sides all white) are inside the solid? a.) 20 b.) 28 c.) 50 d.) 10 42) Which graph represents the solution to the given inequality? State the letter of the correct graph. 250 character(s) left Your answer is too long. 43) If you were directed by your school to complete Offline Activities for this course, please enter the information on the Log Entry form. No offline activities found 0 Hour(s) & 0 Minute(s) Attachments There are no attachments  Attach a File