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Mathematics

Grade10

Easy

Question

Use polynomial identities to factor each polynomial
$m to the power of 8 minus 9 n to the power of 10$

$(m^{4} + 3 n^{5}) (m^{4} - 3 n^{5})$
$(m^{4} - 3 n^{5}) (m^{4} - 3 n^{5})$
$(2 m^{4} - 3 n^{5}) (2 m^{4} - 3 n^{5})$
$(m^{4} + 3 n^{5}) (m^{4} + 3 n^{5})$

The correct answer is: $open parentheses m to the power of 4 plus 3 n to the power of 5 close parentheses open parentheses m to the power of 4 minus 3 n to the power of 5 close parentheses$

$open parentheses m to the power of 4 plus 3 n to the power of 5 close parentheses open parentheses m to the power of 4 minus 3 n to the power of 5 close parentheses$

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