Give one example of when you would make a frequency table to solve a problem
1 answer:
You can use a frequency table for steak tasting, where each numbers represents the steak that was the chosen as the best.
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Answer:
<u>B, C, E - correct</u>
- A. ΔLHK ≅ ΔJHK - <u>incorrect</u>, central angles are not confirmed congruent
- B. ML ≅ JK - <u>correct</u>, as opposite angles are congruent
- C. MLK ≅ LKJ - <u>correct</u>, as MLK = ML + LK and LJK = JK + LK, the first parts are congruent and the second parts are same
- D. ΔLHM ≅ ΔLHK - <u>incorrect</u>, central angles are not confirmed congruent
- E. ∠JH ≅ ∠LHM - <u>correct</u>, SAS- two sides are radius, the central angles are congruent
It would be 7.5/60 which equals .125
Answer:
A 67 is the correct answer sure
Answer:
Prime
Step-by-step explanation:
