All Tasks - Asymptote

Leonels Instagram account gained a lot of followers in the last three months: In June he had 3249 followers, in July there were already 3380 and in August the total number added up to 3502. Now he wants to apply for brand sponsoring in his favorite chocolate company and prepared a diagram displaying the number of followers on his account. In the title image you see three different versions of this diagram. Have a think about the effect of the three diagrams. a) Which of the diagrams displays the data in a neutral way? b) Which diagram would Leonel use if he wishes to impress the company on first glance? Return the number of the respective diagram in the answer boxes below. Return 1 for the pink diagram, 2 for the yellow diagram and 3 for the green diagram.

There are 845 People sitting in a football Stadium and watching a game. 425 of them only drink lemonade. 233 eat only a Bratwurst and 98 eat a Bratwurst and drink lemonade. How high is the relative frequency of the people drinking at least lemonade or eating a Bratwurst? Answer in percentage and round to two digits.

Tilda and Stephen compete in a dice game. Whoever roles the most "6" wins. The results after ten minutes of rolling the dice is displayed as title image. Decide which justifications could be used in order to determine the winner. Select $\textbf{all}$ game results below that could be argued to be true, if the winning condition could be interpreted broadly. For yourself, think also of the corresponding explanation.

The 24 students in a class conducted a survey on the number of siblings every student has. On average, a student in this class has about 1,54 siblings. The number of students with 1 and 2 siblings is equal. Exactly 6 Students in the class have more than 2 siblings. The diagram in the title image displays their collected data. Fill in the blanks below to yield more true statements about the number of siblings in the class.

Choose the correct result for the following multiplication: $\frac{5}{7} \cdot \frac{8}{3}$

Look at this double fraction $$\dfrac{\frac{6}{5}}{\frac{10}{12}}$$ Can we write this fraction in another way?