3 × 10⁻¹² is in the form of scientific notation of the number 1.8*10^-3/6*10^8
<h3>What is scientific notation?</h3>
Extremely big or small numbers are presented in a more straightforward manner using scientific notation. When writing numbers that are frequently too long to type or comprehend, many scientists and engineers utilize scientific notation. When a number is written in scientific notation, it becomes a decimal rather than a long string of integers that might not be necessary for the equation as a whole. The number is now easier to comprehend and enter into an equation thanks to the new decimal value. The following is an example of scientific notation.
c × 10ⁿ ; 1 ≤ c < 10
Scientific notation is a special case of “exponential notation.” Exponential notation has three parts - a base, an exponent, and a “significand.” If you let the base be “d”, the exponent be n, and the significand be c, you’d write a number like this:
c × dⁿ
For scientific notation, the “base” is always 10. So you get:
c × 10ⁿ
To write 1.8*10^-3/6*10^8 in the form of scientific notation , we try to make the number in the highest power of 10.
Hence, after simplifying we get,
(1.8/6) × 10⁻¹²
which then again simplified to get the desired format,
3 × 10⁻¹²
To learn more about exponential notation, visit:-
brainly.com/question/24491454
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