Answer:
At 6% was loaned $14,000
Explanation:
Let
x -----> amount loaned at 6%
($20,000-x) ----> amount loaned at 11%
we know that
The interest received on the amount loaned at 6% plus the interest received on the amount loaned at 11% must equal $1,500.
Remember that


so





therefore
At 6% was loaned $14,000