Answer:
9.95 percent
Explanation:
To get the percentage error, we use the following formula:
Percentage error = (expected output- actual output)/expected output X 100
Where
expected output: This is the mass of the end product after the chemical reaction that was expected = 171.9g
actual output: This is the mass of the end product after the chemical reaction that was observed = 154.8 g
Percentage error = [tex]\frac{171.9-154.8}{171.9} X 100= 9.95 percent[/tex]
Therefore the percentage error in the experiment is 9.95 percent.
The percent error for this experiment in which the reaction takes place to yield 171.9 g of product is 9.95%.
The difference between the measured or calculated value during the experiment or calculating and the known value is called the error. The percentage of error is the 100 times of this difference when divided with known value.
The expected value of the reaction to yield is 171.9 g of product. The experimental value of the reaction to yields is 154.8 g of product.
Thus, the percent error for this experiment
[tex]P=\left(\dfrac{171.9-154.8}{171.9}\right)\times100\\P=9.95\%[/tex]
Thus, the percent error for this experiment in which the reaction takes place to yield 171.9 g of product is 9.95%.
Learn more about the percentage of error here;
https://brainly.com/question/10218601
