the quotient of h and -6 is at least 5. in equation form

In equation form, the given condition can be expressed as:

h / -6 ≥ 5

To find the equation that represents the given situation, let's break down the problem into steps:

Step 1: Assign a variable to the unknown quantity.
Let's assign the variable "x" to represent the quotient of h and -6.

Step 2: Translate the given information into an equation.
The word "is" can be translated as an equal sign (=), and the word "at least" implies an inequality. The given condition states that the quotient of h and -6 is at least 5. In equation form, it can be written as: x ≥ 5.

Step 3: Substitute the variable with the expression it represents.
Since we assigned "x" to represent the quotient of h and -6, we substitute "x" with "h / -6" in the equation:
h / -6 ≥ 5.

Therefore, the equation that represents the situation is: h / -6 ≥ 5.

1+2

h/-6 >= 5