Question

Erine and Lori are playing a game.The table shows their scores for 5 times they have played the game. Which statement is true

Answer 1

Erine consistently scores higher than Lori in every game, and Erine has the highest score of all games played.

Step-by-step explanation:

In order to determine which statement is true based on the scores of Erine and Lori playing a game, we need to analyze the table and compare their scores for each game.

Looking at the table, we can see that Erine consistently scores higher than Lori in every game. This means that the statement 'Erine always has a higher score than Lori' is true.

Additionally, we can observe that Erine scored a perfect 50 in the third game, while Lori's highest score is 42 in the same game. Therefore, the statement 'Erine has the highest score of all games played' is also true.

To summarize, the true statements based on the scores are: 1) Erine always has a higher score than Lori, and 2) Erine has the highest score of all games played.