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ixl.com is a dilation of the triangle DEF. What is the scale factor of and write it as a proper fraction, an improper fraction, or

ixl.com\newlineis a dilation of the triangle DEF D E F . What is the scale factor of\newlineand write it as a proper fraction, an improper fraction, or

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Q. ixl.com\newlineis a dilation of the triangle DEF D E F . What is the scale factor of\newlineand write it as a proper fraction, an improper fraction, or
  1. Identify Sizes: Identify the original size and the dilated size of triangle DEFDEF to determine the scale factor.
  2. Define Triangle Sides: Suppose the original triangle DEFDEF has sides of length xx, yy, and zz, and the dilated triangle has sides of length kxkx, kyky, and kzkz, where kk is the scale factor.
  3. Calculate Scale Factor: Divide the length of a side of the dilated triangle by the corresponding side of the original triangle to find the scale factor kk.\newlineCalculation: k=kxx=kyy=kzzk = \frac{kx}{x} = \frac{ky}{y} = \frac{kz}{z}
  4. Need Specific Lengths: Since the problem doesn't provide specific lengths, we can't calculate the exact value of kk. We need the lengths to find the scale factor.

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