No. The product of sin (ax) and sin (bx) cannot be represented as a single sin unless a and b are equal.
f(x) = mx +b. m and b are arbitrary constants.
MATH 1003?
4 sin(6x) cos(6x) is already a function of a single variable. The variable is ' x '.
it depends, what form is the equation written in? write it with variables though, instead of constants, and I'll try to get back to ya
Using "^" for powers, you can write as:y = ab^x or alternatively as: y = a exp(kx) where a, b, k are different constants, and exp() is the exponential function (e^x).
There are infinitely many possiblilities. y = f(x) where f(x) is any function of x other than of the form ax + b, where a and b are constants. f(x) could be a power function, a polynomial, a trigonometric function or any combination of functions.
6x
6x
Variables, Literals, and Named constants.
To write a function relating to ( y ), start by determining the relationship between ( y ) and the independent variable(s) involved, often denoted as ( x ). You can express this relationship using an equation, such as ( y = f(x) ), where ( f ) represents a mathematical expression that describes how ( y ) changes with ( x ). Ensure the function is defined clearly, specifying any necessary parameters or constants. Finally, verify that the function behaves as expected within the intended context or application.
becaus it is multiplied
3x