The solution to the system of equations |x + y| = 1
and x-y = 0 is given by
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2
Answer:
K=2
Step-by-step explanation:
x−y= 31
.⇒x=y+ 31
cos 2 πx−sin 2 πy= 21
⇒cos 2 (πy+ 3π )−∞sin 2
πy= 21
⇒cos(2πy+ 3π )cos 3π = 21
[∵cos 2 A−sin 2B=cos(A+B)cos(A−B)]
⇒cos(2πy+ 3π )=1
⇒2πy+ 3π
=2kπ,k∈Z
⇒y=k− 61 ,k∈Z
⇒x=k+ 61
∴ Solution system is {(k+ 61 ,k− 61 )k∈Z}for (c), put k=2
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