Which polygons are congruent?
Select each correct answer.
Two rectangles labeled P Q R...
Mathematics, 14.06.2020 06:57 animationfusion
Which polygons are congruent?
Select each correct answer.
Two rectangles labeled P Q R S and P-prime, Q-prime, R-prime, S-prime. Sides P S and R Q are each labeled three, and sides S R and Q P are labeled two. Sides P-prime, S-prime and R-prime, Q-prime are each labeled three. Sides P-prime, Q-prime and R-prime, S-prime are each labeled two. All of the angles in both rectangles are right angles.
Two trapezoids labeled L M N O and L-prime, M-prime, N-prime, O-prime. Sides L O and M N contain three tick marks each, and sides L-prime, O-prime and M-prime, N-prime contain three tick marks each. Sides O N and O-prime, N-prime each contain two tick marks. Sides L M and L-prime, M-prime each contain one tick mark. Angles L, M, L-prime, and M-prime each contain one tick mark. Angles O, N, O-prime, and N-prime each contain two tick marks.
Two trapezoids labeled A B C D and A-prime, B-prime, C-prime, D-prime. Side A D is labeled one, and side B C is labeled three. Angles A and B are right angles. Angle C has one tick mark, and angle D has two tick marks. Side A B contains one tick mark, and side C D contains two tick marks. Side A-prime, D-prime is labeled one, and side B-prime, C-prime is labeled three. Angles A-prime and B-prime are right angles. Angle C-prime has one tick mark, and angle D has two tick marks. Side A-prime, B-prime contains one tick mark, and side C-prime, D-prime contains two tick marks.
two squares. one with side measures 20 units long. the other one with side measures 25 units long
Answers: 2
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There are several unique characteristics of qualitative research that make it distinct from quantitative research. describe the aspects of qualitative research and the elements of design that contribute to the rigor of the work. what actions of the researcher can compromise the integrity of the findings?
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(mc 02.03) what set of reflections and rotations would carry rectangle abcd onto itself? reflect over the y-axis, reflect over the x-axis, rotate 180° rotate 180°, reflect over the x-axis, reflect over the line y=x reflect over the x-axis, rotate 180°, reflect over the x-axis rotate 180, reflect over the y-axis, reflect over the line y=x
Answers: 1
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