Trigonometry question!!
Which expression can be used to find the distance between the points B and C of the entrance?
What expression*
\[\tan(65)=\frac{BD}{15}\implies BD=15\tan(65)\] is a start
im assuming the arrow means you simplified
solved for \(BD\) i did not compute the number. we still need \(DC\)
\[\tan(25)=\frac{15}{DC}\implies DC=\frac{15}{\tan(25)}\] and them together to get your answer
since \(BD+DC=BC\)
How would I enter the trig functions into my calculator to compute them?
choice 1
choice 2
i can't read that
Top left corner of your screen :p
3 & 4
\[15\tan(65)+\frac{15}{\tan(25)}\] is the answer i believe can't read the choices
none of the choices had Tan in them. They all contained Cot or Sec
then i guess we have to switch them \[\cot(25)=\frac{DC}{15}\implies DC=15\cot(25)\]
since you don't have either hypotenuse you cannot use secant
\[\cot(65)=\frac{15}{BC}\implies BD=\frac{15}{\cot(65)}\]
So 15Cot(25) + 15/Cot(65)?
yes if that is a choice, i would pick that one
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