Based on the relationship between angles and sides, we have:
1. QR < RS 2. AB > CD 3. m∠FJG < m∠HJG 4. m∠QSP > m∠QSR.
What is the Relationship Between Angles and Sides?
Relationship Between Angles and Sides holds that in a triangle, the greatest angle corresponds to the longest side, and conversely, the shortest side is opposite the smallest angle.
Using this knowledge, we would answer the given questions as explained below:
1. QR < RS because the measure of angle RTQ is less than the measure of angle RTS.
2. AB > CD because the measure of angle ADB is greater than the measure of angle CBD.
3. m∠FJG < m∠HJG because the length of side FG is less than the length of side HG.
4. m∠QSP > m∠QSR because the length of side QP is greater than the length of side QR.