How do you simplify 3x24(xy−z)+4xy3(x2+2)−2x23(xy−z)+3xy5(x2+2)?

Damian Kerr

Damian Kerr

Answered question

2022-02-03

How do you simplify 3x24(xyz)+4xy3(x2+2)2x23(xyz)+3xy5(x2+2)?

Answer & Explanation

Zayden Sims

Zayden Sims

Beginner2022-02-04Added 8 answers

Step 1
Let’s first simplify the individual terms and then combine them finally.
13(x24)(xyz)=(13x24)(xyz)=13x3y413x2z4
(4x)(y3)(x2+2)=(13xy3)(x2+2)=13x3y3+26xy3
2(x23)(xyz)=(7x23)(xyz)=7x3y37x2z3
(3x)(y5)(x2+2)=(16xy5)(x2+2(=16x3y5+32xy5
Combining all the terms,
13x3y413x2z4+13x3y3+26xy37x3z3+7x2z3+16x3y5+32xy5
=13x2z4+7x2z3+13x3y4+13x3y37x3y3+16x3y5+26xy3+32xy5

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