In the following sets of resonating structure, lable the major and minor contributors towards resonance hybrid. (P)underset("(I)")(CH_(3)-overset(Theta)CH-C-=N)harrunderset("(II)")(CH_(3)CH=C=overset(..)N:^(Theta))"(Q)"underset("(I)")(CH_(3)-overset(Theta)CH-CH=CH-NO)harrunderset("(II)")(CH_(3)-CH=CH-CH=overset(o+)underset(O^(Theta))underset(|)N-O^(Theta)) (R)underset("(I)")(CH_(3)-CH_(2)-overset(o+)underset(""NH_(2))underset(|)(C)-NH_(2))harrunderset("(II)")(CH_(3)-CH_(2)-underset(""NH_(2))underset(|)(C)=overset(o+)NH_(2))"(S)"underset("(I)")(CH_(3)-overset(O)overset(||)C-overset(Theta)CH-overset(O)overset(||)C-CH_(3))harrunderset("(II)")(CH_(3)-overset(O^(Theta))overset(|)C=CH-overset(O)overset(||)C-CH_(3)

In the following sets of resonating structure, lable the major and min

1.	In the following sets of resonating structure, lable the major and minor contributors towards resonance hybrid. (P)underset("(I)")(CH_(3)-overset(Theta)CH-C-=N)harrunderset("(II)")(CH_(3)CH=C=overset(..)N:^(Theta))"(Q)"underset("(I)")(CH_(3)-overset(Theta)CH-CH=CH-NO)harrunderset("(II)")(CH_(3)-CH=CH-CH=overset(o+)underset(O^(Theta))underset(\|)N-O^(Theta)) (R)underset("(I)")(CH_(3)-CH_(2)-overset(o+)underset(""NH_(2))underset(\|)(C)-NH_(2))harrunderset("(II)")(CH_(3)-CH_(2)-underset(""NH_(2))underset(\|)(C)=overset(o+)NH_(2))"(S)"underset("(I)")(CH_(3)-overset(O)overset(\|\|)C-overset(Theta)CH-overset(O)overset(\|\|)C-CH_(3))harrunderset("(II)")(CH_(3)-overset(O^(Theta))overset(\|)C=CH-overset(O)overset(\|\|)C-CH_(3)
Answer» <P> ANSWER :`{:("(P)I - minorII - MAJOR(Q)I - minorII - major"),("(R)I - minorII - major(S)I - minorII - major"):}`