(b) Give a reason for your answer(1 Understand and use angle properties of parallel lines. QuestionMatilda is proving that the angles in a triangle add up to ° Angles that add up to°. they have the same slopeThe sum of the measures of the angles of a triangle is °. Estimating and Measuring– Types of lines and anglesAngle FactsReminder: Types of Angles Less than°°angle Bigger thanbut less than ° Bigger than ° but less than ° You will need to be able to remember each of these types of angle so that you can explain the Corresponding angles are one exterior and one interior angle that are on the same side of the transversal and do not have a common vertex. Anglesand 5, anglesand 6, QuestionFind the angle x in each question below. Angles that have a common vertex and a common arm → and are adjacent angles. (a) Write down the letter of one other angle of size °. Explain your answer. An angle of ° is shown on the diagram. Perpendicular lines Two non-vertical lines in the coordinate plane are parallel if and only if. QuestionFind the missing angle. QuestionAre the lines AB and CD parallel? E.g. the supplement of ° is°. CD. are parallel lines. Intersecting – where two or more lines Created Date: Z' When a line intersects two parallel lines, different types of angle are formed. Key Terms: Line segment – a line between two points. Angles that add up to °. Understand and use angle properties of parallel lines. Give reasons for your answer. E.g. the complement of° is°. a If two angles of one triangle are congruent to two angles of another tri-angle, then the third angles are congruent %PDF %äüößobj > stream xœ WË®Û6 Ýë+´ `—3 –d È...ºkÓ ¸-Ðlòû)Q¶d7†a • Find missing angles using corresponding and alternate angles. Adjacent angles Adjacent angels on a straight line adds up to ° ∴ + = °. Give reasons for your answer. Point – An exact location. Supplementary angles.
(b) Give a reason for your answer(1 Understand and use angle properties of parallel lines. QuestionMatilda is proving that the angles in a triangle add up to ° Angles that add up to°. they have the same slopeThe sum of the measures of the angles of a triangle is °. Estimating and Measuring– Types of lines and anglesAngle FactsReminder: Types of Angles Less than°°angle Bigger thanbut less than ° Bigger than ° but less than ° You will need to be able to remember each of these types of angle so that you can explain the Corresponding angles are one exterior and one interior angle that are on the same side of the transversal and do not have a common vertex. Anglesand 5, anglesand 6, QuestionFind the angle x in each question below. Angles that have a common vertex and a common arm → and are adjacent angles. (a) Write down the letter of one other angle of size °. Explain your answer. An angle of ° is shown on the diagram. Perpendicular lines Two non-vertical lines in the coordinate plane are parallel if and only if. QuestionFind the missing angle. QuestionAre the lines AB and CD parallel? E.g. the supplement of ° is°. CD. are parallel lines. Intersecting – where two or more lines Created Date: Z' When a line intersects two parallel lines, different types of angle are formed. Key Terms: Line segment – a line between two points. Angles that add up to °. Understand and use angle properties of parallel lines. Give reasons for your answer. E.g. the complement of° is°. a If two angles of one triangle are congruent to two angles of another tri-angle, then the third angles are congruent %PDF %äüößobj > stream xœ WË®Û6 Ýë+´ `—3 –d È...ºkÓ ¸-Ðlòû)Q¶d7†a • Find missing angles using corresponding and alternate angles. Adjacent angles Adjacent angels on a straight line adds up to ° ∴ + = °. Give reasons for your answer. Point – An exact location. Supplementary angles.
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