In a certain math competition, Lisa solved 8 algebra problems and 5 geometry problems. Each algebra problem is worth 4 points, and each geometry problem is worth 6 points. If Lisa scored 95% of the total possible points, how many points did she score?

Sun, 03 May 2026 02:38:35 +0000

**In a certain math competition, Lisa solved 8 algebra problems and 5 geometry problems. Each algebra problem is worth 4 points, and each geometry problem is worth 6 points. If Lisa scored 95% of the total possible points, how many points did she score?** When a student’s performance in a competitive math event captures attention, it often reflects both skill and the growing public interest in STEM engagement across the U.S. This kind of challenge—where precise problem-solving matters—resonates with families, educators, and students alike. Recent trends show increasing curiosity about academic achievement metrics and measurable progress in STEM fields, making Lisa’s accomplishment a relevant example in ongoing conversations about educational achievement and problem-solving under competition. In this specific math competition, Lisa answered 8 algebra problems and 5 geometry problems. With algebra granting 4 points each and geometry up to 6 points per challenge, the maximum possible score totals:
(8 × 4) + (5 × 6) = 32 + 30 = 62 total points. Since Lisa achieved 95% of the full score, her actual points amount to:
62 × 0.95 = 58.9 points, rounded to 58.9 or interpreted as 58.9 on a fractional scoring scale.