A deuteron and an α - particle are placed in an electric field. The forces acting on them are F1 and F2 and their accelerations are a1 and a2 respectively(i) F1=F2 (ii) F1≠F2(iii) a1=a2 (iv) a1≠a2

F1=eE F2=(2e)E F1≠F2a1=eE2m F2=2eE4m a1=a2

A deuteron and an α - particle are placed in an electric field. The forces acting on them are F1 and F2 and their accelerations are a1 and a2 respectively(i) F1=F2 (ii) F1≠F2(iii) a1=a2 (iv) a1≠a2

F1=eE F2=(2e)E F1≠F2a1=eE2m F2=2eE4m a1=a2

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A deuteron and an $α$ - particle are placed in an electric field. The forces acting on them are F₁ and F₂ and their accelerations are a₁ and a₂ respectively
(i) $F_{1} = F_{2}$
(ii) $F_{1} \neq F_{2}$
(iii) $a_{1} = a_{2}$
(iv) $a_{1} \neq a_{2}$

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ii, iii

ii, v

i, ii

i, iv

answer is B.

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$F_{1} = e E F_{2} = (2 e) E F_{1} \neq F_{2}$

$a_{1} = \frac{e E}{2 m} F_{2} = \frac{2 e E}{4 m} a_{1} = a_{2}$

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A deuteron and an α - particle are placed in an electric field. The forces acting on them are F1 and F2 and their accelerations are a1 and a2 respectively(i) F1=F2 (ii) F1≠F2(iii) a1=a2 (iv) a1≠a2

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A deuteron and an $α$ - particle are placed in an electric field. The forces acting on them are F₁ and F₂ and their accelerations are a₁ and a₂ respectively
(i) $F_{1} = F_{2}$
(ii) $F_{1} \neq F_{2}$
(iii) $a_{1} = a_{2}$
(iv) $a_{1} \neq a_{2}$