translate the sentence to an algebraic inequality.The height of the members of the basketball team is at least 79 inches.
want to know if this right
Height A+HeightB+HeightC+HeightD+height E>=79
babygirl
Can you solve any mathematical question,or you think that somebody on this site will working all your homeworks?
If you are talking about the average height, then (A+B+C+D+E)/5 ≥ 79.
To translate the given sentence "The height of the members of the basketball team is at least 79 inches" into an algebraic inequality, you can use a single variable to represent the height. Let's say we use the variable "h" for height.
Since we are specifically talking about the height of all the members of the basketball team, the algebraic inequality should indicate the sum of the heights of all the individuals.
To represent this, you would need to write:
Height of Individual 1 + Height of Individual 2 + Height of Individual 3 + ... >= 79
In algebraic terms, this becomes:
h₁ + h₂ + h₃ + ... ≥ 79
In the equation you provided, A, B, C, D, and E seem to represent different individuals. So, you can rewrite the equation as:
Height of Individual A + Height of Individual B + Height of Individual C + Height of Individual D + Height of Individual E ≥ 79
Therefore, the correct algebraic inequality to represent the given sentence would be:
A + B + C + D + E ≥ 79