Answer:
1.) 7.86 × 10^-7
2.) 3.94 × 10^3
3.) 4.7 × 10^0
4.) 1.26 × 10^6
5.) 6.0 × 10^-2
6.) 1.75 × 10^2
<u>What is 0.06 in scientific notation?</u>
6.0 × 10^-2
Step-by-step explanation:
(Explanation for 0.06)
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1.) <u>Create Initial Equation </u>
First, create an equation with the initial decimal being the coefficient multiplied by 10 to the power of 0.
(For example, let’s create the starting scientific notation equation for the decimal 475,000).
475,000 = 475,000 × 10^0
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2.) <u>Move the Decimal Point</u>
Now that we have an equation, the second step is to move the decimal point in the coefficient until there is 1 significant digit to the left of the decimal point. For each space the decimal point is moved to the left, increase the exponent by 1.
(Continuing the example above, move the decimal point to the left and increment the exponent.)
475,000 = 475,000.0 × 10^0
475,000 = 47,500.0 × 10^1
475,000 = 4,750.0 × 10^2
475,000 = 475.0 × 10^3
475,000 = 47.5 × 10^4
475,000 = 4.75 × 10^5
, i.e.