In the rhombus m 1=15x, m 2=x+y, m 3=30z find the value of each variable

The value of each variable is:

Step-by-step explanation:

To identify each of the variables you just have to adequately clear the equation provided as I show you below:

Clear x by passing the number 15 that is multiplying on one side of the equation, to divide on the other side:

you can leave the value as fractional or decimal, in which case you just have to do the division.

Now you take the second equation:

You use this equation to clear the variable y, since you already identified the variable x with the previous equation, then first replace the values you already know:

Remember that thanks to the commutative law of addition, write x + y is the same as writing y + x, so let's change that order so you don't get confused later:

Since the value of x is adding, you can pass it to the other side to subtract and operate it:

Now we bring the third equation to identify z:

To identify the z, a process similar to that performed with the first equation is made, that is, to pass the number that is multiplying to the other side to divide:

the answer is. -82562234434584

step-by-step explanation: