Question

11. Pas the maternarest to 1000 but greater than 1000, which is exactly
12 and 18​

Answer 1

Answer:

$Answer</u></p><p></p><p><u>[tex]AnswerOpen in answr app</u></p><p></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54x</u></p><p></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54xWe can write the given question as,</u></p><p></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54xWe can write the given question as,16x4+54x=2x(8x3+27)</u></p><p></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54xWe can write the given question as,16x4+54x=2x(8x3+27)According to the equation,</u></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54xWe can write the given question as,16x4+54x=2x(8x3+27)According to the equation,a3+b3=(a+b)(a2−ab+b2)</u></p><p></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54xWe can write the given question as,16x4+54x=2x(8x3+27)According to the equation,a3+b3=(a+b)(a2−ab+b2)So we get,</u></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54xWe can write the given question as,16x4+54x=2x(8x3+27)According to the equation,a3+b3=(a+b)(a2−ab+b2)So we get,2x(8x3+27)=2x((2x)3+33)</u></p><p></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54xWe can write the given question as,16x4+54x=2x(8x3+27)According to the equation,a3+b3=(a+b)(a2−ab+b2)So we get,2x(8x3+27)=2x((2x)3+33)Using the equation,</u></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54xWe can write the given question as,16x4+54x=2x(8x3+27)According to the equation,a3+b3=(a+b)(a2−ab+b2)So we get,2x(8x3+27)=2x((2x)3+33)Using the equation,=2x((2x)+3)((2x)2−(2x)(3)+(3)2)</u></p><p></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54xWe can write the given question as,16x4+54x=2x(8x3+27)According to the equation,a3+b3=(a+b)(a2−ab+b2)So we get,2x(8x3+27)=2x((2x)3+33)Using the equation,=2x((2x)+3)((2x)2−(2x)(3)+(3)2)16x4+54x=2x(2x+3)(4x2−6x+9) </u></p><p></p><p><u>[tex]AnswerOpen in answr appGiven : 16x4+54xWe can write the given question as,16x4+54x=2x(8x3+27)According to the equation,a3+b3=(a+b)(a2−ab+b2)So we get,2x(8x3+27)=2x((2x)3+33)Using the equation,=2x((2x)+3)((2x)2−(2x)(3)+(3)2)16x4+54x=2x(2x+3)(4x2−6x+9)$