reduce the equation (root3 x) + y - 8= 0 into normal form. find the values of p and w
Answers
Answered by
26
given equation
√3x + y - 8 =0
divide this equation with [√(√3)² + (1)²] = 2
we will get
√3/2x + 1/2 y = 4
cos30x + sin30 y = 4
compare the above equation with x cosω + y sinω= p
the answer will be
p = 4
ω= 30
√3x + y - 8 =0
divide this equation with [√(√3)² + (1)²] = 2
we will get
√3/2x + 1/2 y = 4
cos30x + sin30 y = 4
compare the above equation with x cosω + y sinω= p
the answer will be
p = 4
ω= 30
Answered by
6
it can be identified by normal form
we can find cos (omega) from an equation
and can apply
xcos30+xsin30 =4
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