cos x + cos y + cos (x+y) + 1
Isn't that the same as (cosx + cosy)/(cosx + cosy) + 1?
Through the distributive property, the cosine is multiplied with the x and the y. From crossing out, you will either the answer as =1
Can u specify more?
Of course. The distributive property shows us that you can multiply anything from the parenthesis. If i multiply cos(x+y) in the parenthesis, I will get cosx + cosy
The result is the numerator staying the same while the denominator changes to cosx + cosy + 1 I then have the same exact two terms on the top and bottom with a + 1 I cancel out the same terms, and am left with +1
cos (x+y) cant be cosx + cosy. just use the sum formula angles : cos(x+y) = cosxcosy - sinxsiny but not sure, how to simply this then ...
More suggestions? Trying to help daugther
Join our real-time social learning platform and learn together with your friends!