What is the length of line MN? (Picture attached)
because the triangles are congruent you can set up a ratio
How? I'm terrible at ratios.
\[\frac{ MN }{ SN }=\frac{ RT }{ ST }\]
64.4?
Because the triangles are "similar" (they are not congruent because they are not the same, sry wrong term) the ratio between their sides should be equal.
Idk I haven't done it
28*23/33 whatever that is should be the answer
But that would be 19.515151515151
Then thats the answer
look at the picture and think for one second. Is it possible for that line to be longer than the base of the larger triangle??
\[\frac{ x }{ 23 }=\frac{ 28 }{ 33 }\]\[x=\frac{ 28 \times 23 }{ 33 }\]
mn/28=23/(23+10) solve for mn
i got 19.515151 which is reasonable :D
Hm, I'm used to full numbers, I guess my teacher tried to through in a decimal at us this time. Thanks(:
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