Addison wants to ride her bicycle more than 80 miles this week. She has already ridden her bicycle 18 miles. Which inequality could be used to determine the mean number of miles,m, she would need to ride her bicycle each day for 6 more days to achieve her goal?

Respuesta :

Answer:

6m + 18 > 80

Explanation:

Inequation is a mathematical expression that has the property of expressing inequalities, different from the equation that expresses equality.

The sign used in the equation is the equal symbol (=), in the inequality we will use the following mathematical symbols:

>  greater than

< less than

≥ greater than or equal

≤ less than or equal

In this case, in relation to the question shown above, the inequality that could be used to determine the average number of miles, m, that Addison would need to ride his bike every day for another 6 days to reach his goal would be: 6m + 18 > 80

The linear inequality when Addison intends to ride more than 80 miles as he has already ridden 18 mills and need to ride her bicycle  each day for 6 more days to achieve her goal is What 6 m + 18 > 80.

What is linear inequality?

Linear inequality is the concept of mathematics,

It is an inequality which relates a linear function. A linear inequality comprises one of the symbols of inequality. It shows the data, which is not equivalent in graph form.

It is an expression in which two linear aspects are compared using the inequality signs. These expressions could be numerical or algebraic, or a collection of both.

In this case, the inequality that could be applied to ascertain the average number of miles, m, that Addison would need to ride his bike every day for another 6 days to hit his goal will be 6 m + 18 > 80.

However, the inequality of the above case is 6 m+18 >80.

Learn more about inequality, refer:

https://brainly.com/question/19491153