9a^3bx+12a^2b^2x+-5ab^3x
Answers
Answer:
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Answer:
Simplifying
9a3bx + 12a2b2x + -5ab3x = abx(3a + 5b)(3a + -1b)
Reorder the terms:
-5ab3x + 12a2b2x + 9a3bx = abx(3a + 5b)(3a + -1b)
Multiply (3a + 5b) * (3a + -1b)
-5ab3x + 12a2b2x + 9a3bx = abx(3a * (3a + -1b) + 5b * (3a + -1b))
-5ab3x + 12a2b2x + 9a3bx = abx((3a * 3a + -1b * 3a) + 5b * (3a + -1b))
Reorder the terms:
-5ab3x + 12a2b2x + 9a3bx = abx((-3ab + 9a2) + 5b * (3a + -1b))
-5ab3x + 12a2b2x + 9a3bx = abx((-3ab + 9a2) + 5b * (3a + -1b))
-5ab3x + 12a2b2x + 9a3bx = abx(-3ab + 9a2 + (3a * 5b + -1b * 5b))
-5ab3x + 12a2b2x + 9a3bx = abx(-3ab + 9a2 + (15ab + -5b2))
Reorder the terms:
-5ab3x + 12a2b2x + 9a3bx = abx(-3ab + 15ab + 9a2 + -5b2)
Combine like terms: -3ab + 15ab = 12ab
-5ab3x + 12a2b2x + 9a3bx = abx(12ab + 9a2 + -5b2)
-5ab3x + 12a2b2x + 9a3bx = (12ab * abx + 9a2 * abx + -5b2 * abx)
Reorder the terms:
-5ab3x + 12a2b2x + 9a3bx = (-5ab3x + 12a2b2x + 9a3bx)
-5ab3x + 12a2b2x + 9a3bx = (-5ab3x + 12a2b2x + 9a3bx)
Add '5ab3x' to each side of the equation.
-5ab3x + 12a2b2x + 5ab3x + 9a3bx = -5ab3x + 12a2b2x + 5ab3x + 9a3bx
Reorder the terms:
-5ab3x + 5ab3x + 12a2b2x + 9a3bx = -5ab3x + 12a2b2x + 5ab3x + 9a3bx
Combine like terms: -5ab3x + 5ab3x = 0
0 + 12a2b2x + 9a3bx = -5ab3x + 12a2b2x + 5ab3x + 9a3bx
12a2b2x + 9a3bx = -5ab3x + 12a2b2x + 5ab3x + 9a3bx
Reorder the terms:
12a2b2x + 9a3bx = -5ab3x + 5ab3x + 12a2b2x + 9a3bx
Combine like terms: -5ab3x + 5ab3x = 0
12a2b2x + 9a3bx = 0 + 12a2b2x + 9a3bx
12a2b2x + 9a3bx = 12a2b2x + 9a3bx
Add '-12a2b2x' to each side of the equation.
12a2b2x + -12a2b2x + 9a3bx = 12a2b2x + -12a2b2x + 9a3bx
Combine like terms: 12a2b2x + -12a2b2x = 0
0 + 9a3bx = 12a2b2x + -12a2b2x + 9a3bx
9a3bx = 12a2b2x + -12a2b2x + 9a3bx
Combine like terms: 12a2b2x + -12a2b2x = 0
9a3bx = 0 + 9a3bx
9a3bx = 9a3bx
Add '-9a3bx' to each side of the equation.
9a3bx + -9a3bx = 9a3bx + -9a3bx
Combine like terms: 9a3bx + -9a3bx = 0
0 = 9a3bx + -9a3bx
Combine like terms: 9a3bx + -9a3bx = 0
0 = 0
Solving
0 = 0
Couldn't find a variable to solve for.
This equation is an identity, all real numbers are solutions.
Step-by-step explanation: