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Geometry Units 1 and 2 Study Guide

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Geometry‌ ‌
Study‌‌guide‌ ‌
Name______‌ ‌
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1. Name‌‌the‌‌lines:‌ ‌
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2. Name‌‌the‌‌angle‌‌4‌‌different‌‌ways:‌ ‌
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3. What‌‌does‌‌each‌‌symbol‌‌mean?‌ ‌
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≅‌ ‌
丄‌ ‌
॥‌ ‌
∴‌ ‌
~‌ ‌
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4. Find‌‌the‌‌slope‌‌of‌‌the‌‌line:‌‌ ‌
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Remember‌‌slope‌‌intercept‌‌form‌‌y=mx+b‌‌m=slope‌‌b=y‌‌intercept‌ ‌
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5. What‌‌is‌‌the‌‌slope‌‌of‌‌the‌‌line‌‌y=5x+7?‌ ‌
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6. What‌‌is‌‌the‌‌slope‌‌of‌‌3y+6x=12‌ ‌
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What‌‌is‌‌the‌‌formula‌‌we‌‌use‌‌to‌‌find‌‌the‌‌slope‌‌of‌‌a‌‌line‌‌when‌‌we‌‌are‌‌given‌‌
two‌‌points‌‌that‌‌lie‌‌on‌‌it?‌ ‌
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7. What‌‌is‌‌the‌‌slope‌‌of‌‌a‌‌line‌‌that‌‌contains‌‌point‌‌(7,‌‌-2)‌‌and‌‌(10,‌‌-10)‌ ‌
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8. If‌‌the‌‌slope‌‌of‌‌a‌‌line‌‌is‌‌-2,‌‌what‌‌is‌‌the‌‌slope‌‌of‌‌a‌‌line‌‌that‌‌is‌‌parallel‌‌to‌‌that‌‌
line?‌ ‌
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If‌‌the‌‌slope‌‌of‌‌a‌‌line‌‌is‌‌ ‌¾‌w
‌ hat‌‌is‌‌the‌‌slope‌‌of‌‌a‌‌line‌‌that‌‌is‌‌perpendicular‌
to‌‌that‌‌line?‌ ‌
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The‌‌slopes‌‌of‌‌parallel‌‌lines‌‌are________,‌‌and‌‌the‌‌product‌‌of‌‌the‌‌slopes‌‌of‌‌
perpendicular‌‌lines‌‌always‌‌equal_______?‌ ‌
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Always‌‌remember‌‌little+little=big‌ ‌
9. ‌
10.
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Which‌‌pairs‌‌of‌‌angles‌‌are‌‌vertical‌‌angles?‌‌ ‌
Are‌‌they‌‌congruent‌‌or‌‌supplementary?‌ ‌
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Which‌‌angles‌‌are‌‌linear‌‌pairs?‌ ‌
Are‌‌they‌‌congruent‌‌or‌‌supplementary?‌ ‌
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Angle‌‌1‌‌is‌‌120‌‌degrees.‌‌ ‌
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What‌‌is‌‌angle‌‌2?‌ ‌
What‌‌is‌‌angle‌‌3?‌ ‌
What‌‌is‌‌angle‌‌4?‌ ‌
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11. ‌ ‌
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Define‌‌each‌‌set‌‌of‌‌angles‌‌as‌‌a‌‌vertical‌‌pair,‌‌linear‌‌pair,‌‌corresponding‌‌angles,‌‌
alternate‌‌interior‌‌angles,‌‌alternate‌‌exterior‌‌angles,‌‌consecutive‌‌interior‌‌
angles,‌o
‌ r‌‌‌consecutive‌‌interior‌‌angles‌.‌‌Also‌‌write‌‌whether‌‌each‌‌angle‌‌pair‌‌is‌‌
congruent‌o
‌ r‌‌‌supplementary.‌‌
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Angles‌‌1‌‌and‌‌2:‌‌ ‌
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Angles‌‌3‌‌and‌‌5:‌ ‌
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Angles‌‌5‌‌and‌‌8:‌‌ ‌
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Angles‌‌1‌‌and‌‌7:‌‌ ‌
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Angles‌‌1‌‌and‌‌8:‌‌ ‌
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Angles‌‌3‌‌and‌‌6:‌‌ ‌
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Angles‌‌2‌‌and‌‌6:‌ ‌
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12.
Angle‌‌1‌‌is‌‌130‌‌degrees.‌‌Find‌‌all‌‌other‌‌angles.‌‌ ‌
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Angle‌‌2_____‌
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Angle‌‌3_____‌
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Angle‌‌4_____‌
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Angle‌‌5_____‌ ‌
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13. Find‌‌x.‌‌ ‌
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Angle‌‌6_____‌ ‌
Angle‌‌7_____‌ ‌
Angle‌‌8_____‌ ‌
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14. ‌Find‌‌x.‌‌ ‌
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15.‌ ‌
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Which‌‌two‌‌lines‌‌are‌‌parallel?‌‌Justify‌‌your‌‌answer.‌‌(ex.‌‌Lines‌‌a‌‌and‌‌b‌‌are‌‌parallel‌‌
because‌‌their‌‌corresponding‌‌angles‌‌are‌‌congruent)‌ ‌
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