What is (14+sqrt(-52))(12+sqrt(-208)) ?

The solution to (14+sqrt(-52))(12+sqrt(-208)) is 64+80sqrt(13)i

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simplify (14+sqrt(-52))(12+sqrt(-208))

simplify

(14 + - 52) (12 + - 208)

64 + 8013 i

Solution steps

(14 + - 52) (12 + - 208)

- 52 = 213 i

= (14 + 213 i) (12 + - 208)

- 208 = 413 i

= (14 + 213 i) (12 + 413 i)

Apply FOIL method

(14 + 213 i) (12 + 413 i) : 8013 i + 64

= 8013 i + 64

Rewrite in standard complex form:

64 + 8013 i

= 64 + 8013 i

\frac{( b + 13 ) ( b + 3 )}{( b + 12 ) ( b + 3 )}

- 5 x^{2} - 3 x^{2}

\frac{2}{1 + \frac{3}{x}}

392 x^{2}

\frac{2 - 1}{2 + 1}

What is (14+sqrt(-52))(12+sqrt(-208)) ?
The solution to (14+sqrt(-52))(12+sqrt(-208)) is 64+80sqrt(13)i