Question

if a the number of significant figures in 116.1 g and p is 250 cm and c is 2500 into 10 raise to 10 mm then 8 / bc is

Answer 1

The value of 8 / bc can be found by substituting the given values of b and c into the expression.

Step-by-step explanation:

The question asks for the value of 8 / bc. To find the answer, we need to determine the values of b and c first.

Given that the number of significant figures in 116.1 g is 4 and the number of significant figures in 250 cm is 2, we can say that b = 116.1 g and c = 250 cm.

Now, substituting the values of b and c into the expression, we get 8 / (116.1 g) × (250 cm). Simplifying this expression gives us the final answer.

Answer 2

The value of 8 divided by the product of bc is approximately 1.28 × 10^-11 cm^-2, rounded to three significant figures.

Step-by-step explanation:

The question asks for the value of 8 divided by the product of bc. To find the value of bc, we need to multiply p and c. The given values are p = 250 cm and c = 2500 × 1010 mm. To perform the multiplication, we need to convert the units to a common unit. Since 1 cm = 10 mm, we can convert c to cm by dividing by 10. This gives c = 2500 × 109 cm. Now we can multiply p and c to get bc = 250 cm × 2500 × 109 cm = 6.25 × 1011 cm2.

Now we can substitute the values of 8 and bc into the expression 8 / bc. We get 8 / (6.25 × 1011 cm2). Since there are no significant figures specified for 8, we assume that it has an infinite number of significant figures. Therefore, the division will result in an answer with the same number of significant figures as bc. Thus, the answer is approximately 1.28 × 10-11 cm-2, rounded to three significant figures.