To find the inverse of the function ( f(x) = 14x ), we start by replacing ( f(x) ) with ( y ): ( y = 14x ). Next, we solve for ( x ) in terms of ( y ): ( x = \frac{y}{14} ). Finally, we swap ( x ) and ( y ) to get the inverse function: ( f^{-1}(x) = \frac{x}{14} ).
fx=5x1 / 9
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g(x) = x/2
y=x
To find the inverse of a matrix on a Casio fx-991MS scientific calculator, you first need to input the matrix you want to find the inverse of. Then, press the "SHIFT" button followed by the "MODE" button to access the matrix mode. Select the matrix you want to invert by pressing the corresponding number key. Next, press the "SHIFT" button followed by the "MATRIX" button, and then press the "x^-1" button to calculate the inverse of the matrix.
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To find the inverse of a matrix using the Casio fx-991MS calculator, first, enter the matrix mode by pressing the "MODE" button until you reach the matrix option. Then, input the dimensions of the matrix (e.g., 2 for a 2x2 matrix). After entering the matrix elements, press the "SHIFT" button followed by the "MATRIX" key (which is also labeled with an inverse symbol). Finally, select the matrix you want to invert, and the calculator will display the inverse matrix.
-14x-7 = 35 -14x = 35+7 -14x = 42 x = -3
To find the inverse of a matrix using the Casio fx-991MS, first, ensure your calculator is in matrix mode by pressing the MODE button and selecting matrix. Then, input your matrix by pressing SHIFT followed by MATRIX, selecting a matrix (e.g., A), and entering the dimensions and elements. After the matrix is entered, access the matrix menu again, select your matrix, and press the SHIFT button followed by the x^-1 key to compute the inverse. The calculator will display the inverse matrix if it exists.
-14x
14x + 6 = 6 14x + 6 - 6 = 6 - 6 14x = 0 14x / 14 = 0 / 14 x = 0
If f(x)=(5x-1)/9 Then the inverse is x=(5y-1)/9 9x=5y-1 9x+1=5y (9x+1)/5=y The inverse is f(x)=(9x+1)/5