You can
put this solution on YOUR website!#3: This is a problem with 2 equations and 2 unknowns. Anytime you have at least as many equations as you have unknowns, you can solve the problem! The trick is to use the words given in the problem to develop the equations.
The first sentence tells you the first equation. The word "and" is the + and the word "total" is the =.
Let P = Pounds of Peanuts, and
Let C = Pounds of Cashews.
From the first sentence, you know:
Equation #1: P+C=56
The second sentence tells you the second equation. The words "less than" is the - and "is" is the =.
Equation #2: C=P-32
Now that you have the 2 equations developed, you are good to go!
Plug the Expression for C from Equation #2 into Equation #1:

Solve for P:

Now that you know P, substitute the value of it into Equation #2:

Solve for C:

I will leave the second problem to you.
Good Luck,
tutor_paul@yahoo.com