If a+b=11,ab=28 find value of a³+b³
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Let a=4 ,b = 7
then a+b= 4+7=11. & ab= 4×7=28
a³+b³= (a+b)(a²-ab+b²)
43+73 = (4+7) (42 -28 +72)
= 11× (16 -28 +49)
= 11× (-12+49)
= 11× 37
= 407
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