What is factor 64pim^2-128 ?

The solution to factor 64pim^2-128 is (8sqrt(pi)m+8sqrt(2))(8sqrt(pi)m-8sqrt(2))

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factor 64pim^2-128

factor

64 π m^{2} - 128

(8 π m + 82) (8 π m - 82)

Solution steps

64 π m^{2} - 128

Rewrite

64 π m^{2} - 128

(64 π m)^{2} - (128)^{2}

= (64 π m)^{2} - (128)^{2}

Apply Difference of Two Squares Formula:

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

(64 π m)^{2} - (128)^{2} = (64 π m + 128) (64 π m - 128)

= (64 π m + 128) (64 π m - 128)

Refine

= (8 π m + 82) (8 π m - 82)

(- \frac{5}{x}) + 7

a^{3} - 4 a + 2 a - 8

C^{6} H^{11} N O^{2} + F e C l^{3}

33 x^{2 - 8 x - 48}

343 sin^{3} (x) + 1000

What is factor 64pim^2-128 ?
The solution to factor 64pim^2-128 is (8sqrt(pi)m+8sqrt(2))(8sqrt(pi)m-8sqrt(2))