Sin x=4/3 does exist for some value of angle x solution for this question
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Answered by
172
sinx = 4/3 = 1.333.. > 1
but we know that maximum value of sine is 1 so, sinx ≠ 4/3 it's not possible .
actually , sinx = p/h { p =>perpendicular , h => hypotenuse }
we know, h >P for all real value of P and h
so, P/h < 1
hence, sinx ≠ greater then 1
but we know that maximum value of sine is 1 so, sinx ≠ 4/3 it's not possible .
actually , sinx = p/h { p =>perpendicular , h => hypotenuse }
we know, h >P for all real value of P and h
so, P/h < 1
hence, sinx ≠ greater then 1
Answered by
43
Answer:
No
The value of sinx lies b/w 1 to -1
It is impossible to have 4/3 for any value of x
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