Show that i +i^15 +i^7 + i^19 is a real number.
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Step-by-step explanation:
i+(i^12)(i^3)+(i^4)(i^3)+(i^16)(i^3)
if the power of i is integral multiple of 4 then its value is 1
i+i³+i³+i³
i+3i³
i+(-3i)=-2i
not a real number
i³=-i
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