what is $\frac{(9.3\times10^{34})}{(3.1\times10^{17})}$ in scientific notation?\n$3\times10^{2}$\n$3\times10^…

what is $\frac{(9.3\times10^{34})}{(3.1\times10^{17})}$ in scientific notation?\n$3\times10^{2}$\n$3\times10^{17}$\n$6.2\times10^{2}$\n$6.2\times10^{17}$

what is $\frac{(9.3\times10^{34})}{(3.1\times10^{17})}$ in scientific notation?\n$3\times10^{2}$\n$3\times10^{17}$\n$6.2\times10^{2}$\n$6.2\times10^{17}$

Answer

Explanation:

Step1: Divide the coefficients

$\frac{9.3}{3.1}=3$

Step2: Divide the powers of 10

Using the rule $\frac{a^m}{a^n}=a^{m - n}$, we have $\frac{10^{34}}{10^{17}}=10^{34 - 17}=10^{17}$

Step3: Combine the results

The result is $3\times10^{17}$

Answer:

$3\times10^{17}$