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Point A is located at -11 . Points B and C are each 6 units away from Point A. Where are B and C located? B=◻quadC=◻

Point A A is located at −11-11 . Points B B and C C are each 66 units away from Point A A . Where are B and C located?\newlineB=□C=□ \mathrm{B}=\square \quad \mathrm{C}=\square

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Full solution

Q. Point A A is located at −11-11 . Points B B and C C are each 66 units away from Point A A . Where are B and C located?\newlineB=□C=□ \mathrm{B}=\square \quad \mathrm{C}=\square
  1. Identify Question Prompt: The question prompt is asking for the locations of Points BB and CC, which are each 66 units away from Point AA. We need to determine the coordinates of Points BB and CC based on this information.
  2. Locate Point A: Point A is located at −11-11. This is a one-dimensional problem along a number line. Points B and C will be 66 units away from Point A, which means one will be to the left and the other to the right of Point A.
  3. Find Point B: To find the location of Point B, which is 66 units to the left of Point A, we subtract 66 from the coordinate of Point A. Calculation: −11−6=−17-11 - 6 = -17.
  4. Find Point C: To find the location of Point C, which is 66 units to the right of Point A, we add 66 to the coordinate of Point A. Calculation: −11+6=−5-11 + 6 = -5.
  5. Finalize Locations: We have found the locations of Points B and C. Point B is at −17-17, and Point C is at −5-5.

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