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Hint: We have to write the standard form of $0.0000523$. So we want to represent in smaller form, that is we have to write in standard form. So count the numbers after decimal till $2$and write it. Try it, you will get the answer,

Complete step by step solution:

Any number that we can write as a decimal number, between $1.0$ and $10.0$, multiplied by a power of $10$, is said to be in standard form.

So in question, we have to write $0.0000523$ in standard form.

We have to write in terms of $10$.

So the standard form will be $5.23\times {{10}^{-5}}$.

As you could see that there were 5 digits present before the decimal point what we have taken in the above step , that is before number $5$

So we get the standard form of $0.0000523$ which is $5.23\times {{10}^{-5}}$.

Note: Read the question carefully. Think about it. Also, your concept regarding standard form should be clear. While writing, don't make any mistake. Avoid silly mistakes. Do not confuse yourself.

Complete step by step solution:

Any number that we can write as a decimal number, between $1.0$ and $10.0$, multiplied by a power of $10$, is said to be in standard form.

So in question, we have to write $0.0000523$ in standard form.

We have to write in terms of $10$.

So the standard form will be $5.23\times {{10}^{-5}}$.

As you could see that there were 5 digits present before the decimal point what we have taken in the above step , that is before number $5$

So we get the standard form of $0.0000523$ which is $5.23\times {{10}^{-5}}$.

Note: Read the question carefully. Think about it. Also, your concept regarding standard form should be clear. While writing, don't make any mistake. Avoid silly mistakes. Do not confuse yourself.