Question
What is the smallest positive value for x where y = sin 2x reaches its maximum?
Answers
y = sin 2x
The period of sin 2x = 360/2 = 180
That would make a maximum at x = 45°
(make a sketch to illustrate the answer)
The period of sin 2x = 360/2 = 180
That would make a maximum at x = 45°
(make a sketch to illustrate the answer)
Related Questions
what is the smallest positive angle which satisfies the equation
2cosx-5cosx+2=0
What is the smallest positive integer value n, for which 2700n is a multiple of 35?
What is the smallest positive integer n so that 3n squared is a multiple of 4
if Kis the smallest positive integer such that(2k)(5200) has 303digits.
Find the sum of the digits...
What is the SMALLEST POSITIVE ANGLE that is coterminal with the angle having the radian measure of -...
What is the smallest positive value of x that satisfies x= Arc cos 1/2
What is the smallest positive integer value of x where y=2^x is greater than y=4x+7 ?
A. x=4
B.x=5...
What is the smallest positive integer value of x where
y=2^x exceeds y=2x+1? State the correspond...
What is the smallest positive integer value of x where y=2x exceeds y=5x+7? What is the correspondin...
What is the smallest positive integer value of x where y=2x exceeds the linear function defined by t...