Answer:
There are 13 jars in 1 tub.
Step-by-step explanation:
1 bucket + 5 jars = 1 tub
3 buckets + 2 jars = 2 tubs
Let buckets be = b
Let jars be = j
Let tubs be = t
So, we have :
\(b+5j=t\)
We get \(b=t-5j\)
\(3b+2j=2t\)
We have to find the relation between j and t.
So, deducing equations in terms of j and t;
Substituting b here
\(3(t-5j)+2j=2t\)
\(=> 3t-15j+2j=2t\)
\(=>3t-2t=15j-2j\)
\(=> t=13j\)
This means that 13 jars equals to 1 tub, or we can also say that, there are 13 jars in 1 tub.
