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Point 
I is located at -3 . Points 
J and 
K are each 10 units away from Point 
I. Where are 
J and 
K located?

J=◻quadK=◻

Point I \mathrm{I} is located at 3-3 . Points J \mathrm{J} and K \mathrm{K} are each 1010 units away from Point I \mathrm{I} . Where are J \mathrm{J} and K \mathrm{K} located?\newlineJ=K= \mathrm{J}=\square \quad \mathrm{K}=\square

Full solution

Q. Point I \mathrm{I} is located at 3-3 . Points J \mathrm{J} and K \mathrm{K} are each 1010 units away from Point I \mathrm{I} . Where are J \mathrm{J} and K \mathrm{K} located?\newlineJ=K= \mathrm{J}=\square \quad \mathrm{K}=\square
  1. Identify Given Information: Identify the given information and what is being asked.\newlinePoint II is located at 3-3 on a number line, and Points JJ and KK are each 1010 units away from Point II. We need to find the coordinates of Points JJ and KK.
  2. Determine Possible Locations: Determine the possible locations of Point J.\newlineSince Point J is 1010 units away from Point I, it can be either 1010 units to the left or 1010 units to the right of Point I. To find the coordinates, we will add and subtract 1010 from the coordinate of Point I.
  3. Calculate Coordinate of Point J (Right): Calculate the coordinate of Point J if it is to the right of Point I.\newlinePoint I is at 3-3, so adding 1010 units to the right gives us 3+10=7-3 + 10 = 7.
  4. Calculate Coordinate of Point J (Left): Calculate the coordinate of Point J if it is to the left of Point I.\newlinePoint I is at 3-3, so subtracting 1010 units to the left gives us 310=13-3 - 10 = -13.
  5. Determine Possible Locations of Point K: Determine the possible locations of Point K. Point K is also 1010 units away from Point I, so it will have the same possible coordinates as Point J, which are 77 and 13-13.
  6. Conclude Final Answer: Conclude the final answer.\newlinePoints JJ and KK can be located at 77 and 13-13 on the number line. Since the problem does not specify a direction, both answers are correct for each point.

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