In triangle TRS, if segment TZ measures 3x inches and segment WZ measures 2x + 3 inches, what is the length of WZ in inches?

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To determine the length of WZ in inches, we need to express it based on the information provided. We know that:

  • TZ = 3x inches
  • WZ = 2x + 3 inches

However, without additional information or a relationship between the segments TZ and WZ, we can’t directly compute the length of WZ in terms of a specific numerical value.

Nevertheless, we can simplify our findings:

  • If you know the value of ‘x’, you can substitute it into the expression for WZ and find its length. For example:
  • If x = 1, then WZ = 2(1) + 3 = 5 inches.
  • If x = 2, then WZ = 2(2) + 3 = 7 inches.
  • If x = 3, then WZ = 2(3) + 3 = 9 inches.

In summary, to find the specific length of WZ, you will need the value of ‘x’. Once you have that, simply plug it into the equation WZ = 2x + 3 to get the exact measurement in inches.

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