help me with this math problem.?

Question

what is the inverse function of sin(2/t)???

Answer 1

well dear Aditya;

The Inverse Trigonometric Functions are meant to be the `inverses' of the standard trigonometric functions.The inverse functions of sin, cos and tan are called arc sin, arc cos and arc tan. The notations sin^-1(x), cos^-1(x) and tan^-1(x) are also common, though they tend to be confusing to beginners.arc sin(x) is the angle whose sine is x ...if y = sin x then x = arc sin y. arc sin(x) is the angle between - and whose sine is x . ( -1 ≤ x ≤ +1)

Good Luck sweetheart.

Answer 2

y = sin(2/t) is original function. Switch y and t, then rearrange to find inverse:

t = sin(2/y)
arcsin (t) = arcsin (sin (2/y))
arcsin (t) = 2/y
y = 2 / arcsin(t)
is inverse.

Answer 3

y = sen(2/t)

2/t = arcsen y
2 = t arcseny
t= 2/arcset y

Now you exchange y and t


So: y = 2 / arcsent (t) is the inverse function


Ana

Answer 4

1/sin(2/t)

Answer 5

arcsin(t/2)


Doug

Answer 6

give the t value
i wll give you the answer