A koala sleeps 18 hours a day. Write an equation using two variables to show the relationship between the number of hours the koala sleeps, d, and the total amount of time the koalas sleeps, t.(1 point)
or, more algebraically,
t = 18d
For Write equations practice in connexus it is T =18d
Let's assign variables to represent the number of hours the koala sleeps and the total amount of time the koala sleeps.
Let d represent the number of hours the koala sleeps per day, and t represent the total amount of time the koala sleeps.
Since the koala sleeps for 18 hours a day, we can use the equation:
t = d * 18
In this equation, the total amount of time the koala sleeps, t, is equal to the number of hours the koala sleeps per day, d, multiplied by 18 hours.
To write an equation using two variables to represent the relationship between the number of hours the koala sleeps, d, and the total amount of time the koala sleeps, t, we can use the following equation:
t = d * 18
In this equation, 't' represents the total amount of time the koala sleeps, and 'd' represents the number of hours the koala sleeps. Since a koala sleeps for 18 hours a day, multiplying the number of hours by 18 gives us the total amount of time the koala sleeps.
For example, if the koala sleeps for 6 hours in a day, we can substitute 'd' with 6 in the equation:
t = 6 * 18
t = 108
So, if the koala sleeps for 6 hours, the total amount of time it sleeps is 108 hours.
The equation can be written as:
t = d x 18
where t represents the total amount of time the koala sleeps and d represents the number of days.