Question

In another fission reaction, uranium- $235$ bombarded with a neutron produces strontium-$94$, another small nucleus, and three neutrons. Write the balanced nuclear equation for the fission reaction.

Short answer

The balanced nuclear equation for the fission reaction ${}_0{}^{1}n+{}_{92}{}^{235}U\to {}_{36}{}^{91}Kr+{}_{56}{}^{142}Ba+3{}_0{}^{1}n+Energy$

Step-by-step solution

Introduction

Nuclear fission is the splitting of a large atom, such as uranium.$-235$, By bombarding it with subatomic particles, it can be broken down into a multitude of smaller fragments, releasing a large amount of energy. When it comes to uranium, $-235$When a proton is absorbed, it breaks into two smaller nuclei, multiple neutrons, and more energy. A standard nuclear fission equation is as follows:

Explanation

${}_0{}^{1}n+{}_{92}{}^{235}U\to {}_{36}{}^{91}Kr+{}_{56}{}^{142}Ba+3{}_0{}^{1}n+Energy$

The number of high-energy neutrons capable of breaking more uranium atoms in a chain reaction rapidly grows as fission progresses.