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BD is an altitude of triangle ACB

B. A. D. C. BD is an altitude of triangle ACB. Angle DBC = 40 0. Find Angle DCB. Right Trinagles. LL @. If 2 legs of a right triangle are @. to 2 legs of another right triangle then the two triangles are @. HL @. If the hypotenuse and a leg of a right triangle are @.

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BD is an altitude of triangle ACB

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  1. B A D C BD is an altitude of triangle ACB Angle DBC = 400 Find Angle DCB

  2. Right Trinagles

  3. LL@ If 2 legs of a right triangle are@ to 2 legs of another right triangle then the two triangles are@

  4. HL@ If the hypotenuse and a leg of a right triangle are@ to the hypotenuse and a leganother right triangle then the two triangles are@

  5. HA@ If the hypotenuse and an acute angle of a right triangle are@ to the hypotenuse and a acute angle ofanother right triangle then the two triangles are@

  6. HL@ If the hypotenuse and a leg of a right triangle are@ to the hypotenuse and a leganother right triangle then the two triangles are @

  7. LA@ If a leg and an acute angle of a right triangle are@ to a leg and a acute angle ofanother right triangle then the two triangles are @

  8. What else would you need to prove D @

  9. What else would you need to prove D @

  10. What else would you need to prove D @

  11. What is x to make the D @

  12. What is x to make the D @

  13. What is x to make the D @

  14. Do Now! Page 249 14 - 23

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