Analysis of Leisure Activities Pie Charts

Hello students! Let's solve this data analysis problem together. We are looking at two pie charts representing the favorite activities of 100 boys and 100 girls. Our goal is to find which statement is correct based on the graphs.

First, let's list the data for the girls. Total girls surveyed is one hundred, so percentages represent actual counts. Going to the cinema is fifty percent. Going to the concert is twenty percent. Surfing the Net is fifteen percent. Hanging around with friends is ten percent, and doing sports is five percent.

Now, let's look at the boys' chart. Surfing the Net is thirty percent. Doing sports is thirty percent. Hanging around with friends is twenty percent. Going to the cinema is fifteen percent, and going to the concert is five percent.

Now let's evaluate each option one by one to find the correct statement.

Option A says that nearly half of the girls enjoy watching movies. Let's look at the girls chart. Going to the cinema is exactly fifty percent. Since fifty percent is half, this statement is very accurate. cinema and movies are the same thing.

Let's check Option B just to be sure. It says doing sports is as popular as spending time online among the boys. For boys, sports is thirty percent and surfing the net is thirty percent. Actually, this statement is also correct. Wait, let me re-read the first option.

Wait, looking closely at the first option again. It says nearly half. Fifty percent is exactly half. Usually, nearly implies slightly less than or roughly. Let's compare carefully with option B. Both seem mathematically true based on the data. Let's check the others to see if there's a better fit or a mistake in my reading.