Given b = 12, c = 15 and A = 60° in triangle ABC, use the Law of Cosines to solve for a. Fill in the blank(s) to complete each step. If applicable, be sure to enter all decimal numbers with a zero in the ones place. Round your final answer to the nearest hundredth. please show work and answer, very very confused. Thank you so much:)
Do you know what the law of cosines is?
Substituting values from this triangle: |dw:1431766743710:dw|
\[a ^{2}=12^{2}+15^{2}-2*15*12(\cos60)\]
Would you like to solve from here?
Im still very confused, i have big problem with numbers... the question is very overwhelming to me as well
okay. Look at the original equation. The first spot looks like the value of length b, the value of c has already been filled in.
all you have to do is substitute values into that program, it essentially does the calculation for you.
@helpmedearlord What do you actually want from this question @Sepeario has given you the formula and given you the substitution or the numbers for your instance. All that remains is to use a calculator to work out a from th eequation you are given. There will be presumably many more questions like this in your study - do you want someone ot give oyu all the answers?
This is the only question I asked for an answer flat out. That is because I am afraid of entering the wrong thing. I am very overwhelmed. I want the answer, but I want to know how to do this.
It is also 2 am, so i am having a very hard time thinking as well. I really just want to finish my math class.
you are told in the question to use the cosine formula have oyu studied that formula? @Sepeario gave the formula in his first post you just need to look at the triangle you are given, and identify a,b,c,A,B &C It doesn't matter which ones you call a , so long as you are consistent i.e a is opposite A THEN use the formula and the calculator to solve the equation
this is what I have rn
omg nevermind i get it im just tired thank you all so much sorry for the trouble
:)
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