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There are a couple ways to determine the equation of a line without graphing. How to proceed depends on what you know about the line. Do you know a point, (x1, y1), and slope, m? Then use the point-slope formula, Do you know two points on the line, say (x1, y1) and (x2, y2)? Then use the two-point formula,
By substitution
The output of the function would depend on the specific function itself. Without knowing the function, it is not possible to determine the output.
I cannot be sure without knowing the context of your question. However, it might be that you are referring to the power series that defines the exponential function. It's difficult to write it down here because there is no provision for writing mathematical formulae. Please see the link.
n
guess it
There are a couple ways to determine the equation of a line without graphing. How to proceed depends on what you know about the line. Do you know a point, (x1, y1), and slope, m? Then use the point-slope formula, Do you know two points on the line, say (x1, y1) and (x2, y2)? Then use the two-point formula,
By substitution
The exponential function is e to the power x, where "x" is the variable, and "e" is approximately 2.718. (Instead of "e", some other number, greater than 1, may also be used - this might still be considered "an" exponential function.) The logarithmic function is the inverse function (the inverse of the exponential function).The exponential function, is the power function. In its simplest form, m^x is 1 (NOT x) multiplied by m x times. That is m^x = m*m*m*...*m where there are x lots of m.m is the base and x is the exponent (or power or index). The laws of indices allow the definition to be extended to negative, rational, irrational and even complex values for both m and x.There is a special value of m, the Euler number, e, which is a transcendental number which is approx 2.71828... [e is to calculus what pi is to geometry]. Although all functions of the form y = m^x are exponential functions, "the" exponential function is y = e^x.Finally, if y = e^x then x = ln(y): so x is the natural logarithm of y to the base e. As with the exponential functions, the logarithmic function function can have any positive base, but e and 10 are the commonly used one. Log(x), without any qualifying feature, is used to represent log to the base 10 while logx where is a suffixed number, is log to the base b.
The output of the function would depend on the specific function itself. Without knowing the function, it is not possible to determine the output.
I cannot be sure without knowing the context of your question. However, it might be that you are referring to the power series that defines the exponential function. It's difficult to write it down here because there is no provision for writing mathematical formulae. Please see the link.
Not greatly. To graph an inequality, you start off graphing the corresponding equality. It is only then that you select one side or the other (with or without the graph itself), as the region of interest.
Power quality determines the suitability of electrical power to devices. It's function is to determine that the power function is supplied to allow devices to run properly without significant loss of performance.
A linear function, of a variable x, is of the form ax+b where a and b are constants. A non-linear function will have x appearing in some other form: raised to a power other than 1, or in a trigonometric, or exponential or other form.
you cannot graph it without an equal sign and an x value.
n
Usually expressed as,Y = 3X2============same thing as X * X, XX without multiplicative symbol, so yes it is exponential