The dryer is $425 and the washer is $344.
If you let the cost of the dryer be
Since the total cost is $769, we add the two prices:
We combine the like terms (the two
Add 81 to each side (to continue combining like terms)
Divide each side by 2:
So, the dryer is $425 and the washer is $81 less, or $344.
Prize of washer=344$
Prize of dryer=425$
To find out both of the prizes, one can make a formula!
We have 2 variables which are unknown: the prize of the dryer (called x) and the prize of the washer (called y).
Now we know the variables we only need the function! So what we know is that the prizes summed up equals 769$. We can state that as
What we also know is that the prize of the washer is 81$ lower than the prize of the drying. This can be stated as:
Since solving for 1 variable is much easier, we will take that approach! This can be down by a substitution: we replace the
Then we use the calculation rules to find
So now we have found the value of
So the prize of the washer is 344$.
You can check this result by adding both prizes!