Experience the Quality With Free HSPT Exam Questions That Helps Candidates Pass

Perimeter = 2L + 2W = 2(18) + 2(7) = 36 + 14 = 50. Correction: correct answer is option B (50), not C. Option A (36) is just doubling the length. Option C (52) comes from adding incorrectly. Option D (56) is misadding. Strategy: write formula, substitute values, double-check. HSPT math items stress avoiding perimeter–area confusion.

“Friendly” means kind, warm, or welcoming. Its opposite is “hostile,” which means unfriendly or aggressive. Option B is correct. Options A, C, and D are synonyms of friendly. Strategy: restate—“friendly = welcoming.” Opposite = “aggressive/unwelcoming.” Distractors often look positive to test focus on opposites. HSPT verbal objectives stress recognition of true contrasts.

Multiply: 18 × 7 = (10 × 7) + (8 × 7) = 70 + 56 = 126. Option C is correct. Option A (116) and B (124) are close distractors. Option D (132) is also near but incorrect. Strategy: break into tens and ones to simplify. Estimation: 20 × 7 = 140, so product should be slightly less—126 fits. HSPT math objectives stress multiplication fluency and estimation to confirm answers.

“Polite” means courteous and showing good manners. Its opposite is “rude,” which means disrespectful or impolite. Thus, option A is correct. Options B, C, and D are synonyms or related to politeness. Strategy: rephrase—“polite = courteous.” Opposite = “disrespectful.” HSPT objectives emphasize exact antonym recognition and avoiding near-synonyms.

This Mathematics item targets proportional reasoning, a core HSPT skill. The rate is 3 cups per 2 loaves. Determine cups per loaf: 3 ÷ 2 = 1.5 cups per loaf. For 5 loaves, multiply 1.5 × 5 = 7.5 cups, so B is correct. Option A (6) arises from incorrectly scaling 3 cups by doubling (for 4 loaves) and then forgetting the extra loaf. Option C (8) reflects rounding mid-calculation or misreading the ratio as 2 cups per loaf. Option D (9) may come from adding numerator and denominator or misapplying cross-multiplication. An efficient method is to set a proportion: 3/2 = x/5. Cross-multiply: 2x = 15, so x = 7.5. Always keep track of units; write “cups/loaf” to ensure consistent scaling. When the numbers produce a decimal like 7.5, don’t force an integer—real-world quantities often come in halves or quarters, especially in recipes. Clear proportional setup and careful multiplication are exam-relevant habits.