Răspuns:
Explicație pas cu pas:
a) (2x²+3x) : x = 2x+3
b) (x²y - xy² + x²y²) : xy = x - y + xy
c) (2x³y - x²y² + 4x²y) : 2xy = x² - xy/2 + 2x
2x²+3x : x = 2x + 3
-2x²
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/ / 3x
-3x
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==
b) x²y - xy² + x²y² : xy = x - y + xy
-x²y
------
/ - xy²+ x²y²
xy²
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/ x²y²
-x²y²
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==
2x³y - x²y²+4x²y : 2xy = x² - xy/2 + 2x
-2x³y
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/ -x²y² + 4x²y
+x²y²
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/ 4x²y
-4x²y
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== ==