If sinƟ = x and secƟ = y , then tanƟ is
(a) xy
(b) `"x"/"y"`
(c) `"y"/"x"`
(d) `"1"/"xy"`
(A) xy
Explanation:
Given,
sinƟ = x and,
secƟ = y
∴ `"1"/"cosƟ"`= y
cosƟ = `"1"/"y"`
Now, tanƟ = `"sinƟ"/"cosƟ"`
= `\frac{"x"}{\frac{"1"}{"y"}}`
= xy
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