Me ayudan por favor a aplicar factorización a: 5x^3 y^6 Z^2 + 15xy^3 z^2 - 25x^6 y^2 z^3
gfhx -5xy2z2 • (5x5z - x2y4 - 3y) ((((5•(x3))•(y6))•(z2))+((3•5xy3)•z2))-52x6y2z3 (((5x3 • y6) • z2) + (3•5xy3z2)) - 52x6y2z3 -25x6y2z3 + 5x3y6z2 + 15xy3z2 = -5xy2z2 • (5x5z - x2y4 - 3y) -5xy2z2 • (5x5z - x2y4 - 3y) eso es todo en mi resulucion espero k este bien
2 votes Thanks 1
gfhx
Equation at the end of step 1 :
((((5•(x3))•(y6))•(z2))+((15x•(y3))•(z2)))-((52x6•y2)•z3)
Step 2 :
Equation at the end of step 2 :
((((5•(x3))•(y6))•(z2))+((3•5xy3)•z2))-52x6y2z3
Step 3 :
Equation at the end of step 3 :
(((5x3 • y6) • z2) + (3•5xy3z2)) - 52x6y2z3
Step 4 :
Step 5 :
Pulling out like terms :
5.1 Pull out like factors :
-25x6y2z3 + 5x3y6z2 + 15xy3z2 = -5xy2z2 • (5x5z - x2y4 - 3y)
Trying to factor a multi variable polynomial :
5.2 Factoring 5x5z - x2y4 - 3y
((((5•(x3))•(y6))•(z2))+((3•5xy3)•z2))-52x6y2z3
(((5x3 • y6) • z2) + (3•5xy3z2)) - 52x6y2z3
-25x6y2z3 + 5x3y6z2 + 15xy3z2 = -5xy2z2 • (5x5z - x2y4 - 3y)
-5xy2z2 • (5x5z - x2y4 - 3y)
eso es todo en mi resulucion espero k este bien