Question

The correct statement is

• A. The nucleus ${}_{84}^{210}Po$ can emit a proton
• B. Deuteron and alpha particle can undergo complete fusion
• C. The nucleus ${}_3^{6}Li$ can emit an alpha particle
• D. The nuclei ${}_{30}^{70}Zn$ and ${}_{34}^{82}Se$ can undergo complete fusion

Answer 1

The correct option is B Deuteron and alpha particle can undergo complete fusion

$m\left({}_1^{2}H\right)+m\left({}_2^{4}He\right)=2.014102+4.002603=6.016705u$
$m\left({}_3^{6}Li\right)=6.015123u$
$m_1+m_2>M$
(A is wrong)
$m\left({}_1^{1}H\right)+m\left({}_{83}^{209}Bi\right)=1.007825+208.980388=209.988213u$
$m\left({}_{84}^{210}Po\right)=209.982876u$
$m_1+m_2>M$
(B is wrong)
$m\left({}_1^{2}H\right)+m\left({}_2^{4}He\right)=2.014102+4.002603=6.016705u$
${}_3^{6}Li=6.015123u$
$(m_3+m_4)>M^{\prime }$
Correct (C), deutron and alpha particle can go complete fusion.
$m\left({}_{30}^{70}Zn\right){+}_{32}^{84}Se=69.925325+81.916709=151.842034u$
${}_{64}^{152}Gd=\mathrm{151.91980.3}u$
$m_3+m_4<M^{\prime }$
(D is wrong)