Triangle MNO has coordinates M(0,1) N (7,-3) and O (
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Triangle MNO has coordinates M(0,1) N (7,-3) and O (-2,5). Provide the new coordinates if it is translated 5 down and 2 to the right. Triangle MNO has coordinates M(0,1) N (7,-3) and O (-2,5). Provide the new coordinates if it is reflected over the x axis. Triangle MNO has coordinates M(0,1) N (7,-3) and O (-2,5). Provide the new coordinates if it is reflected over the line x=3. Triangle MNO has coordinates M(0,1) N (7,-3) and O (-2,5). Provide the new coordinates if it is rotated 90° clockwise around the origin. Triangle MNO has coordinates M(0,1) N (7,-3) and O (-2,5). Provide the new coordinates if it is rotated 90° counter clockwise around the origin. Triangle MNO has coordinates M(0,1) N (7,-3) and O (-2,5). Provide the new coordinates if it is rotated 90° counter clockwise around the point (1,3). Write a rule for the transformation. Write a rule for the transformation. Solve for p. Solve for the variables. Solve for the variables. Find the values of the variables. Find the values of the variables. The measures of the three angles of a triangle are given. Find the value of x. The measures of the three angles of a triangle are given. Find the value of x. Determine the value of x for which π β₯ π . Then find π < 1 and π < 2. Find the value of each variable. Find the value of each variable. Find the value of each variable. β‘ πππ πΆπ· β‘ are parallel, perpendicular, or neither. Determine where π΄π΅ β‘ πππ πΆπ· β‘ are parallel, perpendicular, or neither. Determine where π΄π΅ Identify all numbered angle pairs that form corresponding angles. Find the value of x and y. Find the value of x that makes π β₯ π. Find the missing angle (?). Find the measure of angle A. Find the slope going through the two points (6, −3) πππ (14, −9) 2 Name the slope and intercept of π¦ = 3 π₯ − 3 and then graph. Name a point on the line and the slope given the equation π¦ − 5 = 4(π₯ + 2) and then graph it. Determine whether β‘π΄π΅ and β‘πΆπ· are parallel, perpendicular, or neither. β‘ and πΆπ· β‘ are parallel, perpendicular, or neither. Determine whether π΄π΅ If π΄π΅ = 5π₯ − 10, π΅πΆ = 3π₯ + 10, πππ π΄πΆ = 170 ππ, find the value of x. What is the difference between a linear pair and a supplementary angle? Jose is building a rose garden with a 3 foot walk way around it. He wants to put up a small picket fence around the walkway to keep out dogs. If his garden measures 12 feet by 15 feet, how long a fence does he need to build? Match the Property of Equality with example of it. π) πππππππ‘π¦ ππ πππππ‘πππ π) πππππππ‘π¦ ππ π π’ππ‘ππππ‘πππ π) π πππππ₯ππ£π πππππππ‘π¦ π) πππππ ππ‘ππ£π πππππππ‘π¦ π) ππ’ππ π‘ππ‘π’π‘π’πππ πππππππ‘π¦ π) π·ππ π‘ππππ’π‘ππ£π πππππππ‘π¦ π) ππ’ππππππππ‘πππ πππππππ‘π¦ Μ Μ Μ Μ ≅ π΄π΅ Μ Μ Μ Μ π) π΄π΅ ππ) π₯ = π¦ → π₯ + 4 = π¦ + 4 πππ) π₯ = 2 πππ π₯ + π¦ = 13 → 2 + π¦ = 13 ππ£) π = π, π = π, π = π → π = π π£) π = π → π − 3 = π − 3 π£π)π = π → ππ = ππ π£ππ) π(π + π) → ππ + ππ From the following information, can you prove βππ π ≅ βπππ? If so which congruent triangle shortcut would you use. If not, explain. Find the value of x and y. Find the value of x. A non-regular pentagon has the following internal angles 100°, 95°, 75°, 150°. What is the size of the remaining angle? Given parallelogram ABCD. If π < π΄ = 4π₯ − 20 and π < πΆ = 3π₯ − 11, find the measure of angle B. Hint: Sketch it first.
