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- plete the following proofs using the most appropriate method (SSS or SAS). en: overline(A B) cong overline(D E), overline(A B) | overline(D E), C is the midpoint of overline(A E) ve: triangle A B C cong triangle E D C STATEMENTS & & REASONS overline(B cong D E) & 1. & choose your answer... & checkmark |overline(D E) & 2. & choose your answer... & checkmark B A C cong angle D E C & 3. & choose your answer... & checkmark is the midpoint of overline(A E) overline(A C) cong overline(C E) & 4. & choose your answer... & checkmark triangle A B C cong triangle E D C & 5. & choose your answer... & checkmark
- State whether the could be proven congruent , if possible, by SSS or SAS. Then, write a congruency statement. SSS, SAS, or neither: typeyouranswer "Write SSS, SAS, or neither Delta SVUcong Delta typeyouranswer "If the triangles are not congruent or cannot be proven congruent by SSS or SAS, write "not congruent'for the congruency statement "Remember to capitalize when needed
- 19 people entered a raffle. The Venn Diagram shows the number of people who won cuddly toys and books. What is the probability , that a person picked at random won a cuddly toy? Give your answer as a fraction in its simplest form. Won a cuddly toy Won a book 5 square 4. 2
- 2 1 point State whether the triangles could be proven congruent, if possible, by SSS or SAS. Then, write a congruency statement. SSS, SAS, or neither: square "Write SSS, SAS, or neither Delta ADCcong Delta type your answer. "If the triangles are not congruentor cannot be proven congruent by SSS or SAS, write "not congruent"for "Remember to capitalize when needed
- __ 24. The beginning of every take has a(n) __ of at least 15 seconds. A. tail B. output C. head D. black screen