39n^3

(50n^2 – 98 ) ÷ 26n^2

(5n – 7) factorise and divide​

By Luna

39n^3

(50n^2 – 98 ) ÷ 26n^2

(5n – 7) factorise and divide​

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Luna

1 thought on “39n^3<br /><br />(50n^2 – 98 ) ÷ 26n^2<br /><br />(5n – 7) factorise and divide​”

  1. Hello , dear friend.

    here is Ur solution.._______★

    Sol.

    [tex]39 {y}^{3} (50 {y}^{2} – 98) \: divide \: \: by \: \: 26 {y}^{2} (5y + 7)3[/tex]

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    [tex]= > 50 {y}^{2} – 98 = 2(25 {y}^{2} – 49)[/tex]

    [tex]\begin{gathered} = > \frac{39 {y}^{3}(50 {y}^{2} – 98) }{26 {y}^{2}(5y + 7) } \\ \\ = > \frac{3 \times 13 \times y \times y \times y \times 2 \times (5y – 7) \times (5y + 7)}{2 \times 13 \times y \times y \times (5y + 7)} \\ \\ = > \frac{3 \times y \times (5y – 7)}{1} \end{gathered}[/tex]

    Hope it’s helps you.

    ☺☺☺☺

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