The area of a field is (60x2 +224x + 196) m². The width of the field is (6x + 14) m. What is the length?
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Answer:
Step-by-step explanation:
Area = 60x² + 224x +196
width = 6x +14
length = area / width
= (60x² +224x + 196) / (6x +14)
= 4( 15x² + 56x +49) / 2(3x +7)
=2(15x²+56x+49) / (3x+7)
= 2(5x -7) (3x +7) /(3x+7)
=2(5x-7)
= (10x - 14) m
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