Simplify by removing parentheses Simplify n(45): Distribute the n to each term in (45) n * 45 = (1 * 45)n = 45n Our Total expanded term is 45n
Simplify n(30): Distribute the n to each term in (30) n * 30 = (1 * 30)n = 30n Our Total expanded term is 30n
Our new term is ta45n + ta30n
Evaluate the ta45 terms:
ta45 ← There is only one ta45 term
Evaluate the n terms:
n + n
(1 + 1)n
2n
Evaluate the ta30 terms:
ta30 ← There is only one ta30 term
Combine like terms
ta + 2n
Analyze the 2 terms of the polynomial ta + 2n
Analyze Term 1
Term 1 is t
Since there is no coefficient our coefficient is 1 Our variable is the letter which is t No exponent exists for this term
Analyze Term 2
Term 2 is 2n
Our coefficient/constant is 2 Our variable is the letter which is n No exponent exists for this term
Determine the Degree of the Polynomial:
What is the Answer?
Since there is no coefficient our coefficient is 1 Our variable is the letter which is t No exponent exists for this term Our coefficient/constant is 2 Our variable is the letter which is n No exponent exists for this term
How does the Polynomial Calculator work?
Free Polynomial Calculator - This calculator will take an expression without division signs and combine like terms. It will also analyze an polynomial that you enter to identify constant, variables, and exponents. It determines the degree as well. This calculator has 1 input.
What 2 formulas are used for the Polynomial Calculator?
For cxn, we have c as our constant, x as our variable, n as our exponent. Variables can be any letter but e or i.