Berilgan: K=125 N/m t=8s N=5 m=? Yechilishi
Javob:A)???????? 28.7
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28.7. Oyda erkin tushish tezlanishi yerdagiga nisbatan 6 marta kichik.Oyda matematik mayatnikning tebranish davri yerdagi tebranish davridan qanday farq qiladi? A) 6 marta katta B) marta katta C) marta kichik D) 6 marta kichik Berilgan: ππ¦ππ = 6πππ¦ Yechilishi: Matematik mayatnikning tebranish davrini topish ππ¦ππ =? formulasidan foydalanamiz: πππ¦ π ππ¦ππ = 2πβππ¦ππ, πππ¦ = 2πβπππ¦, Tengalamani nisbatini olamiz. π 2π π¦ππ β , πππ¦ ππ¦ππ πππ¦ Javob: B) marta katta. 28.8. Agar Y erda tebranish chastotasi 0,5 Hz bo'Igan matematik mayatnik Oyga olib chiqilsa, u qanday chastotada tebranadi? Oyda erkin tushish tezlanishi Yerdagidan 6 marta kichik. A) 0,2 B) 0,3 C) 0.6 D) 0.8 Berilgan:
πππ¦ =? ππ¦ππ , πππ¦ 2π2π Tenglamalarninisbatini olamiz ππ¦ππ β πππ¦ πππ¦ π 2πβπππ¦ ππ¦ππ 0.5 πππ¦ π»π§ Javob:A)0.2 28.9. Mayatnikli soat Yerdan Oyga ko'chirilsa, uning yurishi ganday o'zgaradi? Oyda erkin tushish tezlanishi 1,6 m/s ga teng 6 marta sekinlashadi 6 marta tezlashadi 2,5 marta tezlashadi D) 2,5 marta sekinlashadi Berilgan: ππ¦ππ = 6πππ¦ Yechilishi: Matematik mayatnikning tebranish dav ini topish ππ¦ππ = πππ¦ formulasidan foydalanamiz: ππ¦πππ πππ¦ =? ππ¦ππ = 2π , πππ¦ = 2πβπππ¦, Tenglamalar nisbatini olamiz: ππ¦ππ ; πππ¦ 1 πππ¦ = ππ¦ππ = 2.5ππ¦ππ 0.4 Javob: D) 2.5 marta sekinlashadi. 28.10. Uzunligi 16 sm bo'lgan mayatnik biror vagt ichida S marta tebrandi. Ikkinchi mayatnik shu vaqt ichida 10 marta tebransa, uning uzunligi qgnday (sm)? 24 16 12 4 Berilgan: π‘1 = π‘2 = π‘ Yechilishi: Matematik mayatnikning tebranish davrini topish formulasidan π1 = 5 foydalanamiz: 1 π2 = 10 π1 π 2,
π2 2πβππ2 π2 tenglamani kvadratga oshiramiz: π1 π1 16π π πΆ2 = 4 π2 = 4 = 4 = 4π π. Javob: D) 4. 28.11. Matematik mayatnikning tebranish qonuniπ₯ = 0.1 sin 5 π‘(π) ko'rinishga ega. Mayatnikning uzunligi necha metr?π = 10π/π 2 5 2,5 0,5 0,4 Berilgan: π₯ = 0.1 sin 5 π‘(π) Yechilishi: Tebranish gonuni π₯ = π₯ππ ππππ‘ bilan tenglamani π = 10π/π 2 solishtiramiz, = 5 rad/s. l=? Matematik mayatnikning tebranish davrini topishformulasidan foydalanamiz. 1 π π π 2 ; π = π 2 = = 0.4βπ. Javob: D) 04 28.12. Matematik mayatnik uzunligi 8 sm ortganda, tebranishlar davri 0,1 s oshdi. Tebranishlaring dastlabki davri qanday. ( π2 = 10.) A) 1,4 C)1,7 B) 1.6 D)1,55 Berilgan: βπ = 8π π Yechilishi: Matematik mayatnikning tebranish davrini topish formulasidan βπ = 0.1π foydalanamiz: π1 =? π1 Uzunlikni topamiz:π1 = π4ππ122 ; π2 = π4ππ222 ; π2 = π1 + βπ; π2 = π1 + βπ; βπ = π2 β π1 = π4ππ222 π4ππ12 π 2 β π12); β 2 = 4π2 (π2 π π βπ = 4 π2 ((π1 + βπ)2 β π12) = 4 π2 (π12 + 2π1βπ + βπ2 β π12); π 2); βπ = 4π2 (2π1βπ + βπ 2πβπ = 4 π2βπ β βΞ€2 = 4 π2βπ β πβΞ€2 ; π π 55βπ Javob: D) 1,55. 28.13. Massasi 50 g bo'lgan po'lat sharchali mayatnikning tebranish davri 2 s. Sharcha ostiga magnit joylashtirilganda, mayatnikning tebranish davri 1 s gacha kamaydi. Sharchaning magnitga tortilish kuchi qanday? 0.5 1 5 1,5 Berilgan: m = 50 g ,nisbat olamiz: π π+ Ξ€1 = 2π π1 Ξ€2 = 1π π2 == 2 π F=? kvadratga oshiramiz:g+a=4 g, a=3g=30m/ π 2 F=ma=0.05*30=1.5N Javob: D) 1,5. 28.14. Matematik mayatnik 7 sm amplituda va 2 s davr bilan garmonik tebranmoqda. Uning koordinatasining vagt boβ icha o'zgarish qonunini toping. A) x = 0.7 sin ππ‘ B)x=0.07sin π π‘ C) x = 7 sin ttB D) x=7 sin2ππ‘ Download 258.08 Kb. Do'stlaringiz bilan baham: |
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