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Oh thanks. 

Of course! -Runs over yo help rarinstraw-

Cross-multiply:  10 x sin(65)  =  8 x sin(c)

Change sides:  8 x sin(c)  =  10 x sin(65)

Divide by 8:            sin(c)  =  10 x sin(65) / 8

Find the inverse sin:    c  =  sin^-1( 10 x sin(65) / 8 )

But since 10 x sin(65) / 8  >  1, there is no answer!

You already know that the answer is 4 Guest.

45/3345 = 0.0134529147982063

*comes back with "3 scoops" of chocolate icecream with chocochips on them.....a small bronie cake , a diet coke, a normal coke, a big coke, a fanta , Dr.Pepper(if you can find it,id love to taste it), and cheese pasta, noodles, sushi, macaroni, and yes some water....with minerals.* Oh man... Can I get some help? Please?

I'm 12 too... And I would love to have a guy on here!

20x-15=18x-7 = x=4

Isn't this website based off a calculator?  Use that instead

It is 0.00003304692

Lol

PHOTO FINISH! Good job DS. +5

First make the denominators into the same number (A.K.A common denominator)

6/10 = 54/90

4/9   = 40/90

Now, add them

94/90

Now make it into a mixed number.

1 4/90

Simplify it.

1 2/45

Your final answer is 1 2/45

Find the common denominator of 90.

54/90 + 40/90

Add the numerators.

94/90

Simplify.

1 4/90

Simplify.

1 2/45.

Final Answer: 1 2/45.

Why M'Lady, what is my role in this here Camelot? I would love to be anything. Just tell this here soul,

Find common denominator

Find common denominator

*Goes to get "3 scoops" of chocolate icecream with chocochips on them.....a small bronie cake , a diet coke, a normal coke, a big coke, a fanta , Dr.Pepper(if you can find it,id love to taste it), and cheese pasta, noodles, sushi, macaroni, and yes some water...with minerals...*

You misread this Misaki.

I would love to, but I am a noble! O, how I wish I could! Thou art a wonderful knight! O, I wish I could join you at the Radian Table, but I must work with the other (inactive) nobles. Thank you for the offer. Now, I am off to fetch what the queen wants!

Shoes

that is really nic eof you two young people.....

i shall soon reward you with something graceful, keep working like this.....

there is nothing important than making your queen happy!

\( \int_{0}^{\Large\frac\pi2} {\ln^{2}\left(\vphantom{\large A}\cos\left(x\right)\right) \ln^{2}\left(\vphantom{\large A}\sin\left(x\right)\right) \over \cos\left(x\right)\sin\left(x\right)}\,{\rm d}x\)

The Queen of Camelot wants a lot! Servants, serve the queen!

What shall I do? Who wants to join the army and receive proper training?

Is Pepsi okay? :P Just kidding! I'll fetch you what you would like.