What is factor-9+121m^8n^8 ?

The solution to factor-9+121m^8n^8 is (11m^4n^4+3)(11m^4n^4-3)

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factor-9+121m^8n^8

factor

- 9 + 121 m^{8} n^{8}

(11 m^{4} n^{4} + 3) (11 m^{4} n^{4} - 3)

Solution steps

- 9 + 121 m^{8} n^{8}

= 121 m^{8} n^{8} - 9

121 m^{8} n^{8} = (11 m^{4} n^{4})^{2}

9 = 3^{2}

= (11 m^{4} n^{4})^{2} - 3^{2}

Apply Difference of Two Squares Formula:

x^{2} - y^{2} = (x + y) (x - y)

(11 m^{4} n^{4})^{2} - 3^{2} = (11 m^{4} n^{4} + 3) (11 m^{4} n^{4} - 3)

= (11 m^{4} n^{4} + 3) (11 m^{4} n^{4} - 3)

5 \times 3

(3 x + 4) (x + 8)

\frac{5}{6 + 2 i}

7 \times 8

\frac{42}{7}

What is factor-9+121m^8n^8 ?
The solution to factor-9+121m^8n^8 is (11m^4n^4+3)(11m^4n^4-3)