Question

Three measurements are a = 483, b=73.67 and c=15.67. Find the value (ab)/(c) to correct significant figures.

Answer 1

Answer:

2,270.7472878111

Explanation:

a=483;b=73.67;c=15.67

a×b/c=483×73.67/15.67

=35,582.61/15.67

=2,270.7472878111

Answer 2

The value $\frac{ab}{c}$ = 2,270.747288

Given:

Three measurements are a = 483, b=73.67 and c=15.67.

To find:

The value $\frac{ab}{c}$ to correct significant figures.

Explanation:

Significant figures means we can add up to 5 digit number from the decimal places so that it should give the clear idea.

Given that the value of a = 483

                  the value of b = 73.67

                   the value of c = 15.67

The value $\frac{ab}{c}$ = $\frac{483\times 73.67}{15.67}$

The value $\frac{ab}{c}$ = $\frac{35582.6}{15.67}$

The value $\frac{ab}{c}$ = 2270.747288

To learn more...

1)The largest digit used in the Hindu-Arabic number system is? ___________

https://brainly.in/question/4170481