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So as we know there are $60{\text{ seconds}}$ in one minute, and mathematically it can be written as

$ \Rightarrow 1{\text{ minute = 60 seconds}}$

And in one hour there will be a total of $60{\text{ minutes}}$ , so mathematically it can be written as

$ \Rightarrow 1{\text{ hour = 60 minute}}$

So, from the above discussion, we knew that in one hour there will be a total of $60{\text{ minutes}}$ and there are $60{\text{ seconds}}$ in one minute.

Therefore,

$ \Rightarrow 1{\text{ hour = 60}} \times {\text{60 seconds}}$

And on solving the above multiplication, we will get the seconds in one hour will be equal to

$ \Rightarrow 1{\text{ hour = 3600seconds}}$

So we have to find seconds for $24{\text{ hour}}$ the day.

For this, we will multiply the hour with the seconds and we get

$ \Rightarrow 24{\text{ hour = 3600}} \times 24{\text{ seconds}}$

And on solving the above multiplication, we will get the seconds in one hour will be equal to

$ \Rightarrow 24{\text{ hour = 86,400 seconds}}$