What is the inverse sin of negative root 3 over 2?
What is the inverse sin of negative root 3 over 2?
arcsin(−√32) is the angle whose sine is −√32 . Hence arcsin(−√32) is equal to 2π3 or 4π3 .
What is the exact value of arcsin − √ 3 2?
−π3
Trigonometry Examples The exact value of arcsin(−√32) arcsin ( – 3 2 ) is −π3 .
What is the inverse cosine of root 3 over 2?
The exact value of arccos(√32) arccos ( 3 2 ) is π6 . The cosine function is positive in the first and fourth quadrants.
What is the principal value of sin inverse root 3 by 2?
The principal value of sin-1(-√3/2) is-π/3.
What is the value of Arccos 3 √ 2 in radians?
The exact value of arccos(√32) arccos ( 3 2 ) is π6 .
Is 1 over root 2 the same as root 2 over 2?
Sqrt(2)/( Sqrt(2) * Sqrt(2) ). Now, multiplying roots by each other yields a square root of the multiplication product of the numbers under the root. So: Therefore, in total, Sqrt(1/2) = Sqrt(2) / 2.
What is the inverse tan of root 3 over 3?
The exact value of arctan(√33) arctan ( 3 3 ) is π6 . The tangent function is positive in the first and third quadrants. To find the second solution, add the reference angle from π to find the solution in the fourth quadrant.
What is the arcsin of root 2 over 2?
π4
The exact value of arcsin(√22) arcsin ( 2 2 ) is π4 .
What is the value of arccos 3 √ 2 in radians?
What is tan inverse of minus root 3?
negative pi
Tangent of negative I over 3 is negative root 3 and that means that inverse tangent of negative root 3 is negative pi over 3.
What is the domain of sin Inverse 2x?
The domain of sin–1 2x is [ – 1 2 , 1 2 ] .
What is the principal value of sin inverse by 2?
Range of principal value for sin-1 is [-π/2, π/2] and sin(-π/6) = -1/2. Therefore, principal value of sin-1(-1/2) = -π/6.
How to calculate the inverse sine of X?
The inverse sine y = sin − 1 (x) or y = asin (x) or y = arcsin (x) is such a function that sin (y) = x.
Which is the domain of the inverse sine y?
The inverse sine y = sin − 1(x) or y = asin(x) or y = arcsin(x) is such a function that sin(y) = x. The domain of the inverse sine is [ − 1, 1], the range is [ − π 2, π 2]. It is an odd function.
Which is the exact value of the sine function?
Take the inverse sine of both sides of the equation to extract θ θ from inside the sine. The exact value of arcsin(− √3 2) arcsin ( – 3 2) is − π 3 – π 3. The sine function is negative in the third and fourth quadrants.
Which is the absolute value of sin ( x )?
The absolute value is the distance between a number and zero. The distance between 0 0 and 1 1 is 1 1. Divide 2 π 2 π by 1 1. The period of the sin(x) sin ( x) function is 2π 2 π so values will repeat every 2π 2 π radians in both directions.