In triangle $JKL$, the side opposite angle $J$ measures $9$, the side opposite angle $K$ measures $10$, and the side opposite angle $L$ measures $17$. Which value is closest to the measure of angle $L$?

In triangle $JKL$, the side opposite angle $J$ measures $5$, the side opposite angle $K$ measures $13$, and the side opposite angle $L$ measures $11$. Which value is closest to the measure of angle $L$?

A triangular plot of land has sides measuring $24$ m, $69$ m and $79$ m. Which value is closest to the measure of its smallest angle?

In triangle $ABC$, the side opposite angle $B$ measures $6$, the side opposite angle $C$ measures $12$, and the angle between those two sides, angle $A$, measures 75 degrees. Which value is closest to the side opposite angle $A$?

In triangle $ABC$, the side opposite angle $B$ measures $5$, the side opposite angle $C$ measures $13$, and the angle between those two sides, angle $A$, measures 50 degrees. Which value is closest to the side opposite angle $A$?

In triangle $UVW$, the side opposite angle $V$ measures $11$, the side opposite angle $W$ measures $16$, and the angle between those two sides, angle $U$, measures 118 degrees. Which value is closest to the side opposite angle $U$?

In triangle $PQR$, the side opposite angle $P$ measures $12$, the side opposite angle $Q$ measures $13$, and the side opposite angle $R$ measures $18$. What does applying the Law of Cosines show about this triangle?

In triangle $XYZ$, the side opposite angle $Y$ measures $15$, the side opposite angle $Z$ measures $17$, and the angle between those two sides, angle $X$, measures 35 degrees. Which value is closest to the side opposite angle $X$?

In triangle $JKL$ the sides opposite angles $J$ and $L$ are known, along with angle $K$, which lies between them. Which equation gives the remaining side?

A triangular plot of land has sides measuring $41$ m, $62$ m and $73$ m. Which value is closest to the measure of its largest angle?

In triangle $KLM$, the side opposite angle $L$ measures $7$, the side opposite angle $M$ measures $8$, and the angle between those two sides, angle $K$, measures 62 degrees. Which value is closest to the side opposite angle $K$?

In triangle $ABC$ the sides opposite angles $A$ and $C$ are known, along with angle $B$, which lies between them. Which equation gives the remaining side?

In triangle $RST$, the side opposite angle $R$ measures $8$, the side opposite angle $S$ measures $14$, and the side opposite angle $T$ measures $10$. Which value is closest to the measure of angle $T$?

In triangle $PQR$, the side opposite angle $P$ measures $6$, the side opposite angle $Q$ measures $15$, and the side opposite angle $R$ measures $17$. Which value is closest to the measure of angle $R$?

In triangle $RST$, the side opposite angle $R$ measures $14$, the side opposite angle $S$ measures $10$, and the side opposite angle $T$ measures $15$. Which value is closest to the measure of angle $T$?

In triangle $ABC$, the side opposite angle $A$ measures $7$, the side opposite angle $B$ measures $8$, and the side opposite angle $C$ measures $14$. Which value is closest to the measure of angle $C$?

Two runways meet at an angle measuring 66 degrees. One aircraft taxis $11$ m along one and another taxis $24$ m along the other. Which value is closest to the distance between the aircraft?

In triangle $XYZ$, the side opposite angle $X$ measures $7$, the side opposite angle $Y$ measures $11$, and the side opposite angle $Z$ measures $10$. Which value is closest to the measure of angle $Z$?

In triangle $JKL$, the side opposite angle $K$ measures $6$, the side opposite angle $L$ measures $13$, and the angle between those two sides, angle $J$, measures 50 degrees. Which value is closest to the side opposite angle $J$?

Two straight trails leave a parking lot at an angle measuring 78 degrees. One walker covers $8$ km along one and another covers $28$ km along the other. Which value is closest to the straight-line distance between the walkers?

In triangle $KLM$, the side opposite angle $K$ measures $10$, the side opposite angle $L$ measures $8$, and the side opposite angle $M$ measures $9$. Which value is closest to the measure of angle $M$?

In triangle $PQR$, the side opposite angle $P$ measures $4$, the side opposite angle $Q$ measures $6$, and the side opposite angle $R$ measures $9$. What does applying the Law of Cosines show about this triangle?

In triangle $XYZ$, the side opposite angle $Y$ measures $8$, the side opposite angle $Z$ measures $9$, and the angle between those two sides, angle $X$, measures 28 degrees. Which value is closest to the side opposite angle $X$?

Two straight roads leave a junction at an angle measuring 55 degrees. A car drives $18$ km along one and a truck drives $13$ km along the other. Which value is closest to the straight-line distance between them?

In triangle $DEF$, the side opposite angle $D$ measures $10$, the side opposite angle $E$ measures $14$, and the side opposite angle $F$ measures $9$. Which value is closest to the measure of angle $F$?

A triangular plot of land has sides measuring $35$ m, $68$ m and $74$ m. Which value is closest to the measure of its smallest angle?

Two runways meet at an angle measuring 112 degrees. One aircraft taxis $11$ m along one and another taxis $17$ m along the other. Which value is closest to the distance between the aircraft?

In triangle $PQR$ the sides opposite angles $P$ and $R$ are known, along with angle $Q$, which lies between them. Which equation gives the remaining side?

In triangle $XYZ$, the side opposite angle $X$ measures $7$, the side opposite angle $Y$ measures $15$, and the side opposite angle $Z$ measures $17$. Which value is closest to the measure of angle $Z$?

In triangle $ABC$, the side opposite angle $B$ measures $10$, the side opposite angle $C$ measures $12$, and the angle between those two sides, angle $A$, measures 50 degrees. Which value is closest to the side opposite angle $A$?

In triangle $KLM$ the sides opposite angles $K$ and $M$ are known, along with angle $L$, which lies between them. Which equation gives the remaining side?

A triangular plot of land has sides measuring $25$ m, $63$ m and $82$ m. Which value is closest to the measure of its smallest angle?

Two runways meet at an angle measuring 95 degrees. One aircraft taxis $18$ m along one and another taxis $24$ m along the other. Which value is closest to the distance between the aircraft?

Two straight trails leave a parking lot. One walker covers $18$ km along one trail and another covers $13$ km along the other, ending $20$ km apart. Which value is closest to the angle between the trails?

In triangle $ABC$, the side opposite angle $A$ measures $13$, the side opposite angle $B$ measures $15$, and the side opposite angle $C$ measures $10$. Which value is closest to the measure of angle $C$?

A triangular plot of land has sides measuring $25$ m, $70$ m and $80$ m. Which value is closest to the measure of its largest angle?

Two boats leave the same dock on courses that differ by an angle measuring 66 degrees. One sails $18$ km along one and the other sails $13$ km along the other. Which value is closest to the distance between the boats?

In triangle $JKL$, the side opposite angle $J$ measures $10$, the side opposite angle $K$ measures $12$, and the side opposite angle $L$ measures $13$. What does applying the Law of Cosines show about this triangle?

In triangle $JKL$, the side opposite angle $K$ measures $16$, the side opposite angle $L$ measures $8$, and the angle between those two sides, angle $J$, measures 50 degrees. Which value is closest to the side opposite angle $J$?

In triangle $XYZ$, the side opposite angle $X$ measures $9$, the side opposite angle $Y$ measures $12$, and the side opposite angle $Z$ measures $18$. What does applying the Law of Cosines show about this triangle?

In triangle $UVW$ the sides opposite angles $U$ and $W$ are known, along with angle $V$, which lies between them. Which equation gives the remaining side?

Two boats leave the same dock on courses that differ by an angle measuring 112 degrees. One sails $18$ km along one and the other sails $24$ km along the other. Which value is closest to the distance between the boats?

In triangle $RST$ the sides opposite angles $R$ and $T$ are known, along with angle $S$, which lies between them. Which equation gives the remaining side?

A triangular plot of land has sides measuring $32$ m, $49$ m and $53$ m. Which value is closest to the measure of its largest angle?

In triangle $PQR$, the side opposite angle $Q$ measures $12$, the side opposite angle $R$ measures $11$, and the angle between those two sides, angle $P$, measures 118 degrees. Which value is closest to the side opposite angle $P$?

In triangle $RST$, the side opposite angle $S$ measures $9$, the side opposite angle $T$ measures $6$, and the angle between those two sides, angle $R$, measures 35 degrees. Which value is closest to the side opposite angle $R$?

In triangle $JKL$, the side opposite angle $K$ measures $11$, the side opposite angle $L$ measures $10$, and the angle between those two sides, angle $J$, measures 35 degrees. Which value is closest to the side opposite angle $J$?

Two boats leave the same dock. One sails $11$ km and the other sails $24$ km, and they end up $30$ km apart. Which value is closest to the angle between their courses?

In triangle $JKL$, the side opposite angle $J$ measures $5$, the side opposite angle $K$ measures $15$, and the side opposite angle $L$ measures $13$. Which value is closest to the measure of angle $L$?

Two straight roads leave a junction at an angle measuring 32 degrees. A car drives $15$ km along one and a truck drives $24$ km along the other. Which value is closest to the straight-line distance between them?