factorise 2x^2y + 2cy - 5x^2 - 5c
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Answer:
(2y−5)(2x2+c)
Step-by-step explanation:
2x 2 2y+2cy−5x 2 2−5c
Multiply and combine like terms.
−10x 2 +4yx 2 +2cy−5c
Do the grouping −10x 2 +4yx 2
+2cy−5c=(−10x 2 +4yx 2 )+(2cy−5c), and factor out 2x 2
in the first and c in the second group.
2x 2 (2y−5)+c(2y−5)
Factor out common term 2y−5 by using distributive property.
(2y−5)(2x 2 +c)
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