Consider following three compounds: (i) `C_(x)O_(y)` (ii) `C_(x) O_(y+ 1)` (iii) `C_(x + 2) O_(y + 1)` If `x = y = 1`, then calcuate the value of `|p - q|`, where p and q are total number of `sp^(2)` and sp hybridised carbon atoms respectively in given three compounds.

Consider following three compounds: (i) `C_(x)O_(y)` (ii) `C_(x) O_(y+

1.	Consider following three compounds: (i) `C_(x)O_(y)` (ii) `C_(x) O_(y+ 1)` (iii) `C_(x + 2) O_(y + 1)` If `x = y = 1`, then calcuate the value of `\|p - q\|`, where p and q are total number of `sp^(2)` and sp hybridised carbon atoms respectively in given three compounds.
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Consider following three compounds: (i) `C_(x)O_(y)` (ii) `C_(x) O_(y+ 1)` (iii) `C_(x + 2) O_(y + 1)` If `x = y = 1`, then calcuate the value of `|p - q|`, where p and q are total number of `sp^(2)` and sp hybridised carbon atoms respectively in given three compounds.

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