In: Math
What is the value of Expression below
(i^14 + i^15 + i^16 + i^17)÷(i^20 + i^21 + i^22 + i^23)
The Given Expression is
(i^14 + i^15 + i^16 + i^17 )÷(i^20 + i^21 + i ^22 + i^23)
In numerator take i^14 common and in denominator take i^20 common.
Then expression would be
i^14(1+ i + i^2 + i^3 ) ÷ i^20(1 + i + i^2 + i^3 )
If we commit a mistake of cancelling common terms in numerator and denominator,then value of Expression should be -1.
But expression 1 + i + i^2 +i^3 = 1 + i + (-1) + (-i) = 0
Hence expression in question leading to undetermined form ( 0 ÷ 0)
The expression in question leading to undetermined form (0 ÷0 )