Question

(3.5 x 10^2) • (5.8 x 10^-9)​

Answer 1

The final result in standard scientific notation is
`\(2.03 * 10^(-6)\)`.


Let's solve the expression (3.5 x 10^2) * (5.8 x 10^-9) step by step.

1. Multiply the coefficients (numbers outside the powers of 10):

`\(3.5 * 5.8 = 20.3\)`.

2. Multiply the powers of 10:

`\(10^2 * 10^(-9) = 10^(2-9) = 10^(-7)\).`

3. Combine the results from steps 1 and 2:

`\(20.3 * 10^(-7)\).`

So, the final result in standard scientific notation is
`\(2.03 * 10^(-6)\)`.

The probable question can be:

Calculate the product of (3.5 x 10^2) and (5.8 x 10^-9), expressing the result in standard scientific notation.