Learn how to multiply two numbers in scientific notation

The video tutorial explains how to multiply numbers in scientific notation. It begins by introducing the concept and emphasizes keeping the numbers in scientific notation for simplicity. The process involves multiplying the base numbers and adding the exponents. The tutorial highlights the importance of ensuring the first value is between one and ten, adjusting the decimal point accordingly. The final section stresses the need for accuracy in presenting the final answer in proper scientific notation.

What is the result of multiplying 10^2 by 3 * 10^4 in scientific notation?

• 3 * 10^6

• 18 * 10^6

• 30 * 10^6

• 6 * 10^6

When multiplying numbers in scientific notation, what should you do with the exponents if the bases are the same?

• Subtract the exponents

• Divide the exponents

• Multiply the exponents

• Add the exponents

Why can't a coefficient in scientific notation be greater than 10?

• It makes calculations more complex

• It is not a valid scientific notation format

• It is harder to read

• It is not allowed in mathematics

If a coefficient in scientific notation is 18, how should it be adjusted?

• Keep it as 18

• Change it to 180 and adjust the exponent

• Change it to 1.8 and adjust the exponent

• Change it to 0.18 and adjust the exponent

How many places should the decimal point be moved to adjust 18 * 10^6 to proper scientific notation?

• 5 places

• 6 places

• 7 places

• 8 places