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Calculating the Values of Polynomials (Up to the 10th Degree)

Author: shiroeExecutions: 1120
TOP/Shared Formulas (Math)/General Math

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This program performs polynomial calculations.
Each term is expressed as x^n multiplied by a coefficient a_n.
Here, the highest degree is 10.
The n to the right of the coefficient a_n is a subscript ranging from 0 to 10,
corresponding to the exponent n of x^n. a₀ is the constant term.
Let y = a10 * (x^10) + a9 * (x^9) … + a1 * x + a0,
and calculate and output the value of y.
(* denotes multiplication)
Enter the numerical values for the coefficients a_n of each term.
Enter the value of x.
The value of y will be displayed.
(Please do not leave any input fields blank.)
x
　　Enter a value for X
a10
　　Coefficient of the x^10 term
a9
　　Coefficient of the x^9 term
a8
　　Coefficient of the x^8 term
a7
　　Coefficient of the x^7 term
a6
　　Coefficient of the x^6 term
a5
　　Coefficient of the x^5 term
a4
　　Coefficient of the x^4 term
a3
　　Coefficient of the x^3 term
a2
　　Coefficient of the x^2 term
a1
　　Coefficient of the x^1 term
a0
　　Constant term
y 
Digit display setting: 50 digits. Digit count can be changed. Complex number calculation mode.
R6 (2024). 11/04 (Mon)_Ver. 001

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