Question

question
combine like terms.
\\(4x + 4y^3 - 5 + 6 - 2y^3 - 5y^3 + 5x\\)

Explanation:

Step1: Group like terms

Group the \(x\) terms, \(y^3\) terms, and constant terms together: \((4x + 5x)+(4y^3 - 2y^3 - 5y^3)+(-5 + 6)\)

Step2: Combine \(x\) terms

Combine \(4x\) and \(5x\): \(4x + 5x = 9x\)

Step3: Combine \(y^3\) terms

Combine \(4y^3\), \(-2y^3\), and \(-5y^3\): \(4y^3 - 2y^3 - 5y^3=(4 - 2 - 5)y^3=-3y^3\)

Step4: Combine constant terms

Combine \(-5\) and \(6\): \(-5 + 6 = 1\)

Step5: Combine all results

Put the combined terms together: \(9x - 3y^3 + 1\)

Answer:

\(9x - 3y^3 + 1\)