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Consider the triangles

FGH and
FIJ where

qquad 
FGH∼ 
qquad FIJ. (Note: the figures are not drawn to scale.) Step 1 of 2 : Find 
x.
Answer
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x=

Consider the triangles\newlineFGH F G H and\newlineFIJ where\newline \qquad FGH F G H \sim \qquad FIJ. (Note: the figures are not drawn to scale.) Step 11 of 22 : Find x x .\newlineAnswer\newlineHow to enter your answer (opens in new window)\newlinex= x=

Full solution

Q. Consider the triangles\newlineFGH F G H and\newlineFIJ where\newline \qquad FGH F G H \sim \qquad FIJ. (Note: the figures are not drawn to scale.) Step 11 of 22 : Find x x .\newlineAnswer\newlineHow to enter your answer (opens in new window)\newlinex= x=
  1. Identify Similar Triangles: Since FGHFGH is similar to FIJFIJ, the corresponding sides are proportional. We need to set up a proportion to find xx.
  2. Set Up Proportion: Let's say FGFG corresponds to FIFI, GHGH to IJIJ, and FHFH to FJFJ. We need the lengths to set up the proportion, but we don't have the actual problem's figures or values here. Without the lengths, we can't solve for xx.

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