So to simplify a quotient like we multiply both numerator and denominator by the complex conjugate of the 5-3 i' bottom, namely 5 – 3 i = 5+3*l Note: enter the complex number a + ib use the Maple syntax a+b*I. This then gives us (1+4i)(5–3 i) 1+4i 5-3 i Number +i Number (5–3 i)(5–3 i)

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A: f'(x)=7xIntegrate on both sides∫f'(x) dx=∫7x dxf(x)=7∫x-12dxf(x)=7x-12+1-12+1+Cf(x)=7x1212+Cf(x)=14x...

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A: Please refer to the image below

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A: Given problem:- Find 21st term of series 13,16,19    

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