Parallel Transversal Algebraic Mix
 14a2358Given that lines a and b are parallel: If m∡2 = 30 , what is m∡8?b76m∡8=∘∘ Which angle  corresponds to ∡3?∡24135768 Which angle is alternate interior with ∡3?∡24153768 Which angle is consecutive interior with ∡3?∡24135768 Which angle is vertical with ∡3?∡24135768 Which angle is corresponding with ∡2?2∡4135768 Name an angle that is congruent to ∡7.12438576∡6∡3∡2∡1 Which angle is consecutive interior with ∡5?2∡4135768 Which angle is vertical with ∡7?2∡4135768 If a⇈b and m∡5 is 35∘, what is the measure of m∡4?ab241357∘68 If a⇈b then ∡3 and ∡5 are:ab241357ComplementaryCongruentStraightSupplementary68 If a⇈b then ∡4 and ∡5 are:ab241357ComplementaryCongruentVerticalSupplementary68 If a⇈b then ∡1 and ∡6 are:ab241357ComplementaryCongruentStraightSupplementary68 If a⇈b then ∡2 and ∡7 are:ab241357ComplementaryCongruentStraightSupplementary68 ab∡3 and ∡5 are:241Alternate InteriorCorrespondingConsecutive InteriorVertical35768 ab∡1 and ∡6 are:24Alternate InteriorCorrespondingConsecutive InteriorVertical135768 ab∡3 and ∡6 are:24Alternate InteriorCorrespondingConsecutive InteriorVertical135768 ∡5 and ∡13 are:abAlternate InteriorConsecutive Interior24135768CorrespondingVerticalc911101213151416d ∡1 and ∡11 are:Alternate InteriorCorrespondingab241357Consecutive InteriorVertical68c911101213151416d ∡11 and ∡3 are:Alternate InteriorConsecutive Interiorab2413576CorrespondingVertical8c911101213151416d ∡10 and ∡1 are:Alternate InteriorConsecutive Interiorab241357CorrespondingVertical68c911101213151416d Alternate InteriorCorresponding∡13 and ∡16 are:ab241357Consecutive InteriorVertical68c911101213151416d ∡12 and ∡14 are:Alternate InteriorCorrespondingab241357Consecutive InteriorVertical68c911101213151416d ab∡12 and ∡3 are:c241537Alternate InteriorConsecutive InteriorCorrespondingVertical689d11101312151416 ∡1∡6Which angle is congruent to ∡3?2∡7∡54135768 18a2736b45Given that lines a and b are parallel:If m∡2 = (2x - 1), andFind the value of x.x =m∡4 = (4x - 31)∘∘∘, 18a2736b45Given that lines a and b are parallel:If m∡1 = (x + 1), andFind the value of x.x =m∡5 = (2x - 11)∘∘∘, 18a2736b45a) Find the value of x.b) Find m∡2.Given that lines a and b are parallel:If m∡3 = (5x + 10), andm∡6 = (4x - 37)m∡2 =x =∘∘∘∘, 18a2736b45Given that lines a and b are parallel:a) Find the value of x.c) Find m∡1.b) Find m∡2.If m∡8 = (-x + 13), andm∡2 = (9x - 27)x =m∡2 =m∡1 =∘∘∘∘∘,
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