Question

how do you write 2.107 x 10^13 in standard form?

Explanation:

Step1: Recall scientific - to - standard conversion

The number is in scientific notation \(a\times10^{n}\), where \(a = 2.107\) and \(n=13\).

Step2: Move the decimal point

Since \(n = 13\), we move the decimal point 13 places to the right.
We start with 2.107 and add 10 zeros after the 7.
So \(2.107\times10^{13}=21070000000000\)

Answer:

21070000000000