It would appear that ABE is an angle, the measure of which is 2n-7.
To solve the problem (that is, to determine n) you need a picture or diagram containing a figure with labels A, B and E. The figure would also have other marked angles.
Here is a possible answer from:
https://www.mathhomeworkanswers.org/264967/m-abe-2n-7and-m-ebf-4n-13-find-the-measure-of-angle-abe
The question doesn’t state where F is in relation to A, B or E, so we have to guess. Here are two guesses.
If ABF is a straight line then ∠ABE+∠EBF=180, so 2n+7+4n-13=180, 6n-6=180.
Divide each side by 6: n-1=30 so n=31 and m∠ABE=2n+7=2×31+7=62+7=69°.
If BF bisects ∠ABE, then ∠ABE=2×∠EBF, so 2n+7=2(4n-13)=8n-26. So 6n=33 and, dividing both sides by 3: 2n=11. Therefore m∠ABE=2n+7=11+7=18°.