2) isosceles triangles with congruent vertex angles If Triangle DOG and Triangle BAT are two triangles such that = , what else must be true in order for the two triangles to be similar?
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angle P (the included angle of MP and NP). Both angles measure 90°. Because two sides and an included angle are congruent, the triangles are congruent by SAS. Or, ABC is a reflection of MNPover the y-axis. This means that all of the corresponding sides and corresponding angles are congruent, so the triangles are congruent. (Reflections

• A B 35 ° X K R Lesson 10-5: Transformations * Dilations A dilation is a transformation which changes the size of a figure but not its shape. This is called a similarity transformation. Since a dilation changes figures proportionately, it has a scale factor k. If the absolute value of k is greater than 1, the dilation is an enlargement.
• angles are congruent. If two lines are cut by a transversal such that corresponding angles are congruent, then the lines are parallel. a b 1 2 If a ll b, then _____ If m 1 = m 2, then _____ a b 1 2 Original Converse If two parallel lines are cut by a transversal, then same-side interior angles sum to 180o. If two lines are cut by a transversal

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5. Mark that the angles are congruent. ATM 51 Construct an angle that is the sum of two given angles. 1. Copy the first angle using the steps illustrated above. Make sure that one of the rays is just a dotted line. 2. Copy the second angle using the dotted line ray of the copied first angle and the steps above. 3.

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Mar 20, 2016 · The multiple used to enlarge or reduce a dilation. scale factor The original figure before a transformation is made. pre-image A dilation that makes an image that is the same shape but larger than the pre-image. enlargement FIgures with the exact same angle measures and side lengths. congruent figures

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Mar 05, 2012 · When two lines intersect (cross each other), you get four angles: A, B, C, and D: It happens that angles A and C are identical and angles B and D are identical. If we move one of the lines so it remains parallel to its original position (in math-speak, this is called translation), what happens to the angles? Nothing. The angles remain the same.

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triangle congruent to triangle I-MM? F G H J (0, (0, (3, (3, B c D a dilation by a factor of 2 and then a second dilation by a factor of 2 a reflection across the line x 2 and then a dilation by a factor of — a dilation by a factor of 2 and then a second dilation by a factor of — a translation up 2 units and then a dilation by a factor of —

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The shapes would also remain congruent if you reflected the shape on the right, producing its mirror image, because all it sides and angles retain their size. Try moving and rotating the right-hand shape in Fig.1 below.

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Which two sets of criteria CANNOT be used to probe triangles congruent. 1. [email protected] AAA 2. [email protected] In order to prove a pair of corresponding sides or angles are congruent, what must you do first? Show the triangles are congruent first! Property Meaning Geometry Example Reflexive Property A quantity is equal to itself. Transitive Property

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proportional, and the included angles are congruent, are the triangles similar? Use paper, a ruler and compass for this activity. 1. Use a ruler, pencil, and paper to draw an angle and label it óA. 2. Use a ruler and compass to construct an angle congruent to óA. Label it óD. 3. Mark a point on one of the rays of óA that is 9 cm from A ...

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Angle-Launched Projectile Problems Video Tutorial The Angle-Launched Projectile Problems Video Tutorial shows how to analyze a physics problem involving a projectile launched at an angle to the horizontal and rising to its highest point before falling back to its original height.

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