les formules de transformations Flashcards
What is the formula to transform sin(x) into cos?
sin(x) = cos(pi/2 - x)
True or False: cos(x) can be expressed as sin(x + pi/2).
True
Fill in the blank: sin(x + pi) = _____
−sin(x)
What is the transformation of cos(x) when subtracting pi?
cos(x - pi) = −cos(x)
Which of the following is the correct transformation for sin(x - pi/2)? A) cos(x) B) −cos(x) C) sin(x)
A) cos(x)
How does adding pi to sin affect its value?
sin(x + pi) = −sin(x)
What is the result of cos(x + pi/2)?
cos(x + pi/2) = −sin(x)
True or False: sin(x) = sin(x + 2pi).
True
What is the relationship between sin and cos at x + pi/2?
sin(x + pi/2) = cos(x)
Fill in the blank: cos(x + pi) = _____
−cos(x)
What happens to cos when you subtract pi/2?
cos(x - pi/2) = sin(x)
Which transformation is correct? A) sin(x + pi) = sin(x) B) sin(x + pi) = −sin(x) C) sin(x + pi) = cos(x)
B) sin(x + pi) = −sin(x)
What is the formula for cos(x) in terms of sin?
cos(x) = sin(pi/2 - x)
True or False: sin(x - pi) = sin(x).
False
What is the transformation of sin(x + pi/2)?
sin(x + pi/2) = cos(x)
Fill in the blank: cos(x - pi) = _____
−cos(x)
How do you express sin(x) using cos with a pi/2 adjustment?
sin(x) = cos(pi/2 - x)
What would be the result of cos(x + pi)?
cos(x + pi) = −cos(x)
Which of the following transformations is incorrect? A) sin(x) = cos(pi/2 - x) B) cos(x + pi) = cos(x) C) sin(x + pi) = −sin(x)
B) cos(x + pi) = cos(x)
What is the effect of adding 2pi to sin(x)?
sin(x + 2pi) = sin(x)
True or False: cos(x + pi/2) = sin(x).
False
What is the transformation of sin(x - pi/2)?
sin(x - pi/2) = −cos(x)
How does cos change when you add pi/2?
cos(x + pi/2) = −sin(x)
