How to solve y3-113y2+350=0 - Casio Fx-570es Scientific Calculator

DO NOT MAKE THIS SITE WITH YOUR GARBAGE
Take your GARBAGE to another Side

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There are heaps of solving web sites that will work this out

This one below looks like it teaches you how to solve it
https://www.speedcube.com.au/pages/how-to-solve-a-rubiks-cube?gclid=Cj0KEQjw2fLGBRDopP-vg7PLgvsBEiQAUOnIXFO1DqVGy_KSw2-yuNiUfv4LJ-aWmEYc9geVqVsQm0caAo468P8HAQ
and this one also
https://www.youcandothecube.com/solve-it/3-x-3-solution

It depends on your application? I had one on a construction site and it was wonderful. Look up the particular model and see if it applies to you Obiri. Thank you and leave some feedback for I'm a newbie!

You can do it two ways.
Graphically:
Open the graph utility, enter a function y1= expression(x) where expression(x) is the polynomial. Graph the function y1(x). Play with the window dimensions to display the interesting part of the graph. You can then see if there are any zeros (roots).
While the graph is displayed, press SHIFT F5 (G-Solv). Press F1:Root to look for a root. Read the value of the root at the bottom of the screen (to the left).

Solve utility
Open the QEquation solver, select F2:polynomial, or F3: solver.
The polynomial solve can solve polynomial equations up to degree 6.
The solve solve polynomial and any other type of non algebraic equations

Whay would you want to go through the hassle of writing a program to solve to solve a quadratic equation`The calculator has two buit-in command to do just that. It has Solve and cSolve (for complex solutions).

Open a calculator sheet, and on the command line, type in solve(ax^2+bx+c=0, x), press ENTER and wait for the solutions

Type it like this: solve( equation1 and equation2 and moreEquations, {list of variables to solve for})

Put all of your equations right after the opening parenthesis separated by the word and, then a comma, then within curly braces each variable you want to solve for each separated by a comma.

First to solve a problem, write it like this

solve(3/x-2+21/x^2-4=14/x+2,x)

Second, for inverse, do this (note the "y=" part)

solve(y=3x^2 -2x+1,x)

The calculator will rewrite the formula as x = ...