Answer:
Sarah bough 3 Angelfish and 5 Bloodfin Tetra
Explanation:
Let a be the number of Angelfish fish and
b be the number of Bloodfin fish
Then according to the given statements
we get the following equations

From Equation 1

Putting in equation 2

Putting b=5 in equation 1

Hence,
Sarah bough 3 Angelfish and 5 Bloodfin Tetra