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It might be easier if you have a visual representation of the situation, so here is what it would look like (terrible drawing skills I know):
@luigi0210 wrote:
It might be easier if you have a visual representation of the situation, so here is what it would look like (terrible drawing skills I know):
@midnight97 wrote:
@luigi0210 wrote:
It might be easier if you have a visual representation of the situation, so here is what it would look like (terrible drawing skills I know):
So what we're looking for is "x" which you can just use \(\large A^2+B^2=C^2 \) for So A = 35 and C = 42 Just plug em in: \[\Large 35^2+B^2=42^2 \] \[\large B^2= 539 \] and finally \[\Large B= \sqrt{539}=23.22 \approx23 \]
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@luigi0210 wrote:
So what we're looking for is "x" which you can just use \(\large A^2+B^2=C^2 \) for
So A = 35 and C = 42
Just plug em in:
\[\Large 35^2+B^2=42^2 \]
\[\large B^2= 539 \]
and finally
\[\Large B= \sqrt{539}=23.22 \approx23 \]
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