A garden table and a bench cost $741 combined. The garden table costs $91 more than the bench. What is the cost of the bench?

Answer 1

A garden table and a bench cost $741 combined. The garden table costs $91 more than the bench. What is the cost of the bench?

Let's use T to represent the table and B to represent the bench.

Now, we can write equations based on what we know. We know the bench and table cost 741 total. So our first equation is B+T=741

Be also know that the table costs $91 more than the bench. So the second equation is T=B+91

So our system of equations is as follows:

B+T=741

T=B+21

Now that we have both equations, let's solve the system. I would use substitution in this case, since our second equation is solved for T (B+21)

So B+T=741

B+B+21=741

2B=720

From here, solve for B, which will tell you the cost of the bench. Hope this helps!

Answer 2

b represents the cost of the bench

b + 91 represents the cost of the table

b + b + 91 = 741

Can you solve for b and answer?