Solve for P
P = \frac{97831343}{9781343} = 10\frac{17913}{9781343} \approx 10.001831344
Assign P
P≔\frac{97831343}{9781343}
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P=\frac{956922313359021}{9781344\times 9781346-3}
Multiply 97831343 and 9781347 to get 956922313359021.
P=\frac{956922313359021}{95674710009024-3}
Multiply 9781344 and 9781346 to get 95674710009024.
P=\frac{956922313359021}{95674710009021}
Subtract 3 from 95674710009024 to get 95674710009021.
P=\frac{97831343}{9781343}
Reduce the fraction \frac{956922313359021}{95674710009021} to lowest terms by extracting and canceling out 9781347.
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