The number 0.090804 , when rounded off to 4 significant figures, would appear as
0.090800
0.0908
0.090
0.09080
0.091
Question 20 (4 points)

Question

The number 0.090804 , when rounded off to 4 significant figures, would appear as 0.090800 0.0908 0.090 0.09080 0.091 Question 20 (4 points)

UpStudy AI · Accepted Answer

We need to round the number $$0.090804$$ to 4 significant figures.

1. Identify the first nonzero digit and count 4 digits:
   - The number is $$0.090804$$.
   - Ignoring the leading zeros, the first nonzero digit is $$9$$.
   - The first 4 significant digits are: $$9$$, $$0$$, $$8$$, and $$0$$.

2. Look at the following digit (the 5th significant figure) to decide on rounding:
   - The 5th digit is $$4$$.

3. Since $$4 < 5$$, the 4th significant digit remains unchanged.

4. Therefore, the number rounded to 4 significant figures is:
   $$
   0.09080
   $$

Thus, the correct answer is $$0.09080$$.
The number $$0.090804$$ rounded to 4 significant figures is $$0.09080$$.

The number 0.090804 , when rounded off to 4 significant figures, would appear as
0.090800
0.0908
0.090
0.09080
0.091
Question 20 (4 points)

Upstudy AI Solution

Answer

Solution

Mind Expander

Related Questions

Latest Arithmetic Questions