If sin $x = \frac{12}{37}$, then what is the value of tan x ?
Answer & explanation
Correct answer: option 2
sinx = \(\frac{12}{37}\)
{ sinx = \(\frac{P }{H}\) }
P² + B² = H²
12² + B² = 37²
B = 35
Now,
tanx
= \(\frac{P }{B}\)
= \(\frac{ 12 }{35}\)
If sin $x = \frac{12}{37}$, then what is the value of tan x ?
Correct answer: option 2
sinx = \(\frac{12}{37}\)
{ sinx = \(\frac{P }{H}\) }
P² + B² = H²
12² + B² = 37²
B = 35
Now,
tanx
= \(\frac{P }{B}\)
= \(\frac{ 12 }{35}\)