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Given that IJ=9 ,IH=32 , and IK=12 , find IG

Mathematics
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Where is H in the diagram?
oops i accidentally put L
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Other answers:

IG = 24
They seem to be two similar triangles , hence their corresponding sides will be in the same ratio. Hence \[\frac{IJ}{IG}=\frac{IK}{IH}\] \[ \frac{9}{IG}=\frac{12}{32}\] We get \[IG= 32\times \frac{9}{12}=24\]
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