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Kunci Jawaban dan Pembahasan MAT VII A

Kunci Jawaban dan Pembahasan PR Matematika Kelas VII 1 Bab I A. Bilangan Bulat 10. Jawaban: c Pembalap tercepat adalah pembalap yang mempunyai catatan waktu paling sedikit. Juara I pembalap B (50 menit 27 detik) Juara II pembalap E (50 menit 28 detik) Juara III pembalap F (50 menit 30 detik) Pilihan Ganda 1. Jawaban: d –6 –5 –4 –3 –2 –1 0 1 2 3 4 5 6 Dari garis bilangan tersebut diperoleh: –6 < –1 (ii) 5 > –5 (iv) Jadi, pernyataan yang benar adalah (ii) dan (iv). B. Uraian 1. Posisi hewan-hewan tersebut dapat digambar pada garis bilangan berikut. –18 ↑ Paus 2. Jawaban: a Angka yang semakin kecil menunjukkan bahwa suhu semakin dingin. Jadi, suhu yang lebih dingin dari –2°C adalah –5°C (i). a. 3. Jawaban: b Suhu di bawah nol menunjukkan suhu negatif, sedangkan suhu di atas nol menunjukkan suhu positif. Jadi, penulisan suhu kedua kota tersebut –6°C dan 20°C. 2. a. b. b. 6. Jawaban: d Posisi benda yang berada 25 cm di bawah titik 0 ditulis –25. 7. Jawaban: a Dengan menggambar dan melengkapi garis bilangan, diperoleh: –5 –4 –3 –2 –1 0 1 2 3 4 5 8. Jawaban: b Mentransfer uang berarti mengirimkan uang ke rekening seseorang. Pak Banu mentransfer uang Rp810.000,00 sehingga tabungannya berkurang Rp810.000,00. 9. Jawaban: c –6 < x ≤ –1, x bilangan bulat adalah –5, –4, –3, –2, –1. 2 Kunci Jawaban dan Pembahasan PR Matematika Kelas VII Letak bilangan 5, 3, 7, 8, 4, 6 pada garis bilangan: 4 5 –3 0 7 8 3 6 Urutannya: –6, –3, 0, 3, 6 Letak bilangan –5, 5, –10, 0, –15 pada garis bilangan: –15 –10 –5 d. 6 Urutannya: 3, 4, 5, 6, 7, 8 Letak bilangan –3, 6, 3, –6, 0 pada garis bilangan: –6 c. 12 ↑ Elang Hewan yang berada di lokasi paling dalam adalah paus. Hewan yang berada di lokasi paling tinggi adalah elang. 3 4. Jawaban: d Notasi –8 ≤ x < 1 menyatakan bahwa nilai x yang memenuhi –8, –7, –6, –5, –4, –3, –2, –1, 0. 5. Jawaban: d Diketahui –3 < x < 5, x bilangan bulat. Jadi, anggotanya meliputi –2, –1, 0, 1, 2, 3, 4. –6 0 ↑ ↑ Hiu Lumba-lumba 0 5 Urutannya: –15, –10, –5, 0, 5 Letak bilangan –36, –18, –24, –30, –12 pada garis bilangan: –36 –30 –24 –18 –12 Urutannya: –36, –30, –24, –18, –12 3. x anggota dari –5, –4, –3, –2, –1, 0, 1, 2, 3, 4, 5 a. 0 < x ≤ 3, nilai x adalah 1, 2, 3 b. –4 ≤ x ≤ 3, nilai x adalah –4, –3, –2, –1, 0, 1, 2, 3 c. x ≤ –3 atau x > 3, nilai x adalah –5, –4, –3, 4, 5 d. x < –2 dan x > –4, nilai x adalah –3 atau x = –3

Kunci Jawaban dan Pembahasan MAT VIII A

Kunci Jawaban dan Pembahasan PR Matematika Kelas VIII 1 Bab I Faktorisasi Bentuk Aljabar 9. Jawaban: d 32p2qr 3 32p2qr3 : 96pq2r2 = 96pq2r2 32 = 96 × p(2 – 1)q(1 – 2)r(3 – 2) 1 = 3 pq–1r A. Pilihan Ganda 1. Jawaban: c 5p2 – 7p + 8 – p2 + 3p – 10 = 5p2 – p2 – 7p + 3p + 8 – 10 = 4p2 – 4p – 2 2. Jawaban: c 5(3x – 1) – 12x + 9 = 15x – 5 – 12x + 9 = (15 – 12)x – 5 + 9 = 3x + 4 3. Jawaban: d 8(3x + 6y) + 3(2x – 6y) = 24x + 48y + 6x – 18y = 30x + 30y 4. Jawaban: a (x2 – 4x + y) – (2x – 2y + x2) = x2 – 4x + y – 2x + 2y – x2 = (1 – 1)x2 + (–4 – 2)x + (1 + 2)y = –6x + 3y 5. Jawaban: b 5a2(2a3 + 11c) = 5a2(2a3) + 5a2(11c) = 10a5 + 55a2c 6. Jawaban: d (x + 2)(2x – 1) = x(2x – 1) + 2(2x – 1) = 2x2 – x + 4x – 2 = 2x2 + 3x – 2 7. Jawaban: a (2x – 3)(–3x + 5) = 2x(–3x + 5) – 3(–3x + 5) = –6x2 + 10x + 9x – 15 = –6x2 + 19x – 15 8. Jawaban: c (3y – 4)(4x2 + 6xy + y2) = 3y(4x2 + 6xy + y2) – 4(4x2 + 6xy + y2) = 12x2y + 18xy2 + 3y3 – 16x2 – 24xy – 4y2 2 Kunci Jawaban dan Pembahasan PR Matematika Kelas VIII pr = 3q 10. Jawaban: c 3x 2 : 6x 2 4 3 3 = 2 x : 2 x2 = 3 x 2 3 2 x 2 = 1 x x2 = x 11. Jawaban: c –(8p3qr2)3 = –83(p3)3q3(r2)3 = –512p9q3r6 12. Jawaban: c (3x – 4y)2 = (3x – 4y)(3x – 4y) = 3x(3x – 4y) – 4y(3x – 4y) = 9x2 – 12xy – 12xy + 16y2 = 9x2 – 24xy + 16y2 13. Jawaban: a (6x + 5)2 + (–7x – 4)2 = (36x2 + 60x + 25) + (49x2 + 56x + 16) = 36x2 + 49x2 + 60x + 56x + 25 + 16 = 85x2 + 116x + 41 14. Jawaban: b (a + b)3 = a3 + 3a2b + 3ab2 + b3 (x – 4)3 = (x + (–4))3 = x3 + 3x2(–4) + 3x(–4)2 + (–4)3 = x3 – 12x2 + 48x – 64 15. Jawaban: d 4r 2 (r − 3) 4r2(r – 3) : r(r – 3)2 = r(r − 3)2 4r = r−3 16. Jawaban: b 24x6q7 : (4q2x3 × 3qx) = 24x6q7 4q2x 3 × 3qx 24 x6 = q7 = 12 × 4 × q3 x = 2x2q4 24x 6q7 12q3 x 4 17. Jawaban: b 28p5q7r4 b. : 6q2r3p4) = 28p5q7r4 = × (3q2pr3 14p2q7r4 × 18. Jawaban: d Keliling = 2((2x + 2) + (2x – 1)) = 2(4x + 1) = (8x + 2) cm 19. Jawaban: b s = (2x – 3) cm L = s2 = (2x – 3)2 = (2x)2 + 2(2x)(–3) + (–3)2 = (4x2 – 12x + 9) cm2 20. Jawaban: c = (x – 2) m p = (x – 2) + 6 m = (x + 4) m Luas = p × = (x + 4)(x – 2) = (x2 + 2x – 8) m2 B. Uraian 1. a. 6a + 3a – 9a + 7b = (6 + 3 – 9)a + 7b = 7b b. 10x2 – 3xy – 5y2 – 18x2 + 5xy + y2 = (10 – 18)x2 + (5 – 3)xy + (1 – 5)y2 = –8x2 + 2xy – 4y2 c. d. 2. a. b. c. d. 3. a. 4 + 3p + 5(p – 2) = 4 + 3p + 5p – 10 = 8p – 6 (4p – 11q – 9r) – (9p + 8q – 8r) = 4p – 9p – 11q – 8q – 9r + 8r = (4 – 9)p – (11 + 8)q – (9 – 8)r = –5p – 19q – r c. (17y2 + 11y + 18) – (15y2 + 2y – 24) = 17y2 – 15y2 + 11y – 2y + 18 + 24 = (17 – 15)y2 + (11 – 2)y + 18 + 24 = 2y2 + 9y + 42 d. 15(4y2 + 6y + 3) + 11(2y2 – 4y – 5) = 60y2 + 90y + 45 + 22y2 – 44y – 55 = 60y2 + 22y2 + 90y – 44y + 45 – 55 = (60 + 22)y2 + (90 – 44)y + 45 – 55 = 82y2 + 46y – 10 1 2p3 4. a. b. (2x – 6)(5x – 2) = 2x(5x – 2) – 6(5x – 2) = 10x2 – 4x – 30x + 12 = 10x2 – 34x + 12 c. (3x – 4y)(12x2 – 16xy + 9y2) = 3x(12x2 – 16xy + 9y2) – 4y(12x2 – 16xy + 9y2) = 36x3 – 48x2y + 27xy2 – 48x2y + 64xy2 – 36y3 = 36x3 – (48 + 48)x2y + (27 + 64)xy2 – 36y3 = 36x3 – 96x2y + 91xy2 – 36y3 d. 8p4qr2 : 2pq2r2 2(a – 3b) + 3(2a + 7b) = 2a – 6b + 6a + 21b = 2a + 6a – 6b + 21b = 8a + 15b (3r – 9s) + (7r + 16s) = 3r – 9s + 7r + 16s = 3r + 7r + 16s – 9s = 10r + 7s (3a + 9 – 6b) + (11b + 7a – 5) = 3a + 9 – 6b + 11b + 7a – 5 = 3a + 7a – 6b + 11b + 9 – 5 = 10a + 5b + 4 (–x2 + 6xy + 3y2) + (3x2 – 4xy – 7y2) = –x2 + 6xy + 3y2 + 3x2 – 4xy – 7y2 = –x2 + 3x2 + 6xy – 4xy + 3y2 – 7y2 = 2x2 + 2xy – 4y2 6(2y2 – 3x + 6) + 7(3y2 – 2x + 6) = 12y2 – 18x + 36 + 21y2 – 14x + 42 = 12y2 + 21y2 – 18x – 14x + 36 + 42 = 33y2 – 32x + 78 (10a + 9b – 12) – (9a + 8b – 2) = 10a – 9a + 9b – 8b – 12 + 2 = (10 – 9)a + (9 – 8)b – 12 + 2 = a + b – 10 –5a2(2a2 + 8a2b – 5ab2) = (–5 × 2)a4 – (5 × 8)a4b + (–5 × (–5))a3b2 = –10a4 – 40a4b + 25a3b2 8p4 qr 2 = 2pq2r 2 8 = 2 × p4 p × 1 q q2 = 4 × p3 × q × 1 5. a. b. c. d. r2 r2 4p3 = q × (4p2q)3 = 43p6q3 = 64p6q3 (5a + 3b)2 = (5a)2 + 2(5a)(3b) + (3b)2 = 25a2 + 30ab + 9b2 2 2 (7a – 4a) = (7a2)2 – 2(7a2)(4a) + (4a)2 = 49a4 – 56a3 + 16a2 (2q + 3p – 7)2 = (2q + 3p – 7)(2q + 3p – 7) = 2q(2q + 3p – 7) + 3p(2q + 3p – 7) – 7(2q + 3p – 7) = 4q2 + 6pq – 14q + 6pq + 9p2 – 21p – 14q – 21p + 49 = 4q2 + 12pq – 28q – 42p + 9p2 + 49 (3a + 4)4 = 1(3a)4 + 4(3a)3(4) + 6(3a)2(4)2 + 4(3a)(4)3 + 1(4)4 Suku ke-3: 6(3a)2(4)2 = 6 × 9a2 × 16 = 864a2 Jadi, koefisien suku ke-3 yaitu 864.

kunci jawaban ipa
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KUNCI JAWABAN IPA MATEMATIKA 46. Jawaban : C y = ax² + bx + c, melalui (1, 12) 12 = a + b + c, dimana a, b, c, merupakan deret aritmetika y’ = 2ax + b m = 2 . a. 1 + 4 6 = 2a + 4 a =1 a + c = 2b c=7 3a + 2b + c = 3 + 8 +7 = 18 47. Jawaban : C Misal cos x = y = 81 2x – 3y = - 81 51. Jawaban : B tan p = √3 ---- p = 60° sin q = ---- cos q = √ √ = cos (p + q) + cos 2q = cos 60° cos q – sin 60° sin q + cos² q - sin² q = √ - √ + 52. Jawaban : B f(x) = , g(x) = 7log (f o g)(x) = 7log /(1 - 27log ) + cos +cos (sin ) + (sin (f o g)(x) + (f o g)( ) = = A (x 2 sin ) – sin ) + (sin – sin )= ( ) = ( ) ( ) + = -1 A . 2 sin sin 53. Jawaban : A = A . 2 sin sin (π - ) = A . 2 sin sin = A . 2 sin 1 = 2A A=½ 48. Jawaban : D ² - ² ² =1 Asimtot : y = x, sejajar 6x – 3y + 5 = 0 =2 =4 ² = 16 1 −1 2 0 1 =( )( )= 2 1 3 1 2 −1 1 −2 ( ) 3 +2 +1 = k + 1 + 6p + 4 = -2 7k = -7 --- k = -1 1 −2 =( ) −1 0 0 −1 0 2 (( )-1 = ( ) = (− − ) 1 1 a + b + c + d = -2 54. Jawaban : D I I=I I √36 + 4 + 25 = √ ² + 36 + 4 x² = 25 x = 5 atau x = -5 a .p <0 49. Jawaban : D Sudah jelas 50. Jawaban : B 81 x 81 x log = log ----- log = log IaIIpI 6 12 10 √65 .√65 = log² = log 81 log x y log = log ........1) ---- x log = ylog 81 = log² Agar -6x – 12 + 10 < 0, maka nilai x yang memenuhi hanyalah x = 5 55. Jawaban : B (K’L’) = = log 81 log (1) : (2) ----- ........2) ² ² = log = log ---- x = y Dari (1) diperoleh log . log = log 81 . log log = log 81 <0 1 3 2 √2 ² + (3 √2)² = √26

Kunci Jawaban - Download Center SIMDIK.INFO

PEMERINTAH PROVINSI DAERAH KHUSUS IBUKOTA JAKARTA DINAS PENDIDIKAN MUSYAWARAH GURU MATA PELAJARAN (MGMP) MATEMATIKA, B. INGGRIS, B. IDONESIA DAN IPA Panitia Tes Ujicoba Kompetensi Peserta Didik (TUKPD) KUNCI JAWABAN TUKPD TAHAP-1 MATA PELAJARAN : MATEMATIKA (Paket A dan B) PAKET A (Semua wilayah sama) NO JAWABAN NO JAWABAN NO JAWABAN NO JAWABAN 1 B 11 D 21 B 31 C 2 A 12 A 22 A 32 C 3 A 13 D 23 B 33 A 4 A 14 C 24 D 34 C 5 C 15 A 25 A 35 C 6 B 16 B 26 C 36 D 7 A 17 D 27 B 37 A 8 D 18 A 28 B 38 C 9 C 19 B 29 C 39 B 10 A 20 B 30 D 40 B PAKET B (Jakarta Pusat, Jakarta Utara, Jakarta Selatan) NO JAWABAN NO JAWABAN NO JAWABAN NO JAWABAN 1 D 11 ANULIR (#) 21 ANULIR (#) 31 C 2 C 12 D 22 D 32 C 3 ANULIR (#) 13 A

Retail Market Flyer - Downtown Raleigh Alliance

DOWNTOWN OPPORTUNITIES FOR GROWING RETAILERS DOWNTOWN RALEIGH’S FAST FACTS: • 11% annual restaurant sales tax growth  • 91,660 residents live within three miles  • 40,000 daytime office workers • 3.3 million visitors in 2012 • 108 outdoor festivals in 2012 • 37,000 students within two miles  • 1,200 apartments planned or under  construction JOIN DOWNTOWN’S GROWING LIST of popular dining establishments including Sullivan’s Steakhouse, Mellow Mushroom, Starbucks Coffee Company, and Carolina Ale House. Several downtown Raleigh retailers and restaurants have recently received national recognition, including Raleigh Denim, Holly Aiken Bags + Stitch, The Pit, and Ashley Christensen Restaurants. © Cheryl Gottschall © Stacey Simeone Downtown Raleigh is a dining and nightlife destination supported by its growing number of daytime employees, residents and evening/ weekend-oriented traffic drivers. Revitalized historic buildings and new construction, mixeduse projects present great opportunities for fast casual and fine dining restaurants as well as service retailers exploring urban store concepts. And there are several prime locations available for entertainment and grocery-anchored developments seeking heavily trafficked sites. FOR RETAIL MARKET INFORMATION PLEASE CONTACT Jim Stella Downtown Retail Recruiter 919.821.6980 | jimstella@downtownraleigh.org www.YouRHere.com RALEIGH, NC DOWNTOWN OPPORTUNITIES FOR GROWING RETAILERS DOWNTOWN DEMOGRAPHICS 1-mile 3-mile 5-mile 2011 Total Population 14,817 91,660 191,708 2011 Households 5,851 32,967 72,516 Average Household Income $38,650 $53,178 $60,438 Median Age 32.9 29.1 29.9 DOWNTOWN VISITOR COUNTS 2012 NC Museum of Natural Sciences 1,224,611 Marbles Kids Museum/IMAX® 611,048 Progress Energy Center for the Performing Arts 389,641 NC Museum of History 342,371 Raleigh Convention Center

Multiple sclerosis, an unlikely cause of chronic cerebrospinal ...

Objectives It is unknown if a relationship exists between multiple sclerosis and chronic cerebrospinal venous insufficiency and if this venous pathology is a causal factor for multiple sclerosis or is a product of a neurological disease. Even so, one should expect that if multiple sclerosis were the cause for venous lesions, then patients with an extended history of the disease would present with a more severe venous pathology. Design Retrospective analysis of catheter venography of the azygous and internal jugular veins, and duration of clinical history of the disease in multiple sclerosis patients. Regional Silesian Board of Physicians in Katowice, Poland (approval number 7/ 2010). The study has been registered at ClinicalTrials.gov, identifier NCT01264848 Guarantor MS Contributorship All authors contributed equally Acknowledgements None Reviewer Ali Yagan Setting Mono-profile specialist hospital. Participants 353 multiple sclerosis patients, with duration of the disease: 0.5-41 years (median: 10 years). Main outcome measures We performed statistical analysis of the correlations between the duration of multiple sclerosis and the degree and number of venous lesions revealed using catheter venography. Results We observed weak, statistically insignificant correlations between the severity of chronic cerebrospinal venous insufficiency and the duration of multiple sclerosis. For the cumulated scores of venous lesions, Spearman and Kendall’s tau correlation coefficients were 0.03 and 0.02, respectively; for maximal scores of venous lesions, coefficients were 0.06 and 0.05, while for the number of diseased veins they were 0.007 and 0.006, respectively. Consequently, this analysis did not yield any data supporting the idea that MS is the cause of venous lesions. Conclusion The results of our survey indicated that venous malformations are most likely congenital, and multiple sclerosis had no...

State Sales Tax Rates and Vendor Discounts - Federation of Tax ...

STATE SALES TAX RATES AND VENDOR DISCOUNTS (January 1, 2014) STATE ALABAMA ALASKA ARIZONA ARKANSAS CALIFORNIA COLORADO CONNECTICUT DELAWARE FLORIDA GEORGIA HAWAII IDAHO ILLINOIS INDIANA (2) IOWA KANSAS KENTUCKY LOUISIANA MAINE MARYLAND MASSACHUSETTS MICHIGAN MINNESOTA MISSISSIPPI MISSOURI MONTANA NEBRASKA NEVADA (9) NEW HAMPSHIRE NEW JERSEY NEW MEXICO NEW YORK NORTH CAROLINA NORTH DAKOTA OHIO OKLAHOMA OREGON PENNSYLVANIA RHODE ISLAND SOUTH CAROLINA SOUTH DAKOTA TENNESSEE TEXAS UTAH (3) VERMONT VIRGINIA (3) WASHINGTON WEST VIRGINIA WISCONSIN WYOMING DIST. OF COLUMBIA U. S. MEDIAN STATE SALES VENDOR TAX RATE RANK DISCOUNT MAX/MIN 4.0% 39 5.0%-2.0% (1) $400/month (max) ------------------------- ----------N/A---------------------------------------5.6% 28 1.0% $10,000/year (max) 6.5% 9 2.0% $1,000/month (max) 7.50% 1 None 2.9% 46 2.22% (4) 6.35% 11 None ------------------------------------N/A---------------------------------------6.0% 16 2.5% $30/report (max) 4.0% 39 3.0%-0.5% (1) 4.0% 39 None 6.0% 16 None (5) 6.25% 12 1.75% $5/year (min) 7.0% 2 0.73% (2) 6.0% 16 None 6.15% 15 None 6.0% 16 1.75%-1.5% (1) $50/month (max) 4.0% 39 0.935% 5.5% 29 None (5) 6.0% 16 1.2%-0.90% (1) $500/return (max) 6.25% 12 None 6.0% 16 0.5% (6) $6/monh (min), $15,000/month (max) 6.875% 7 None 7.0% 2 2.0% $50/month (max) 4.225% 37 2.0% ------------------------------------N/A----------------------------------------5.5% 29 2.5% $75/month (max) 6.85% 7 0.25% ------------------------------------N/A----------------------------------------7.0% 2 None 5.125% 31 None 4.0% 39 5.0% $200/quarter (max) 4.75% 34 None 5.0% 32 1.5% $110/month (max) 5.75% 26 0.75% 4.5% 36 1.0% 2,500/month (max) ------------------------------------N/A----------------------------------------6.0% 16 1.0% 7.0% 2 None 6.0% 16 3.0%-2.0% (1) $3,100/year (max) 4.0% 39 0.015 (10) 7.0% 2 None 6.25% 12 0.5% (7) 4.7% 34 1.31% 6.0% 16 None (5) 4.3% 37 1.6%-0.8% (8) 6.5% 9 None 6.0% 16 None 5.0% 32 0.5% $10/period (min) 4.0% 39 None 5.75% 5.75% 26 None 27 states allow vendor discounts Source: Compiled by FTA from various sources. (1) In some states, the vendors' discount varies by the amount paid. In AL and SC, the larger discounts apply to the first $100. In GA, the larger discount applies to the first $3,000. In KY, the larger discounts apply to the first $1,000, while MD applies the larger discount to annual collections of $6,000. The lower discounts apply to the remaining collections above these amounts. (2) Utilities are not permitted to take discount. Collection allowances are 0.73% if total sales tax collected is less than $60,000; 0.53% if total taxes is between $60,000 and $600,000; 0.26% if total sales tax collected is more than $600,000. (3) Rate does not include a statewide local rate of 1.0% in VA and 1.25% in UT. (4) Local option sales tax discount varies from 0% to 3.33%. (5) Vendors are allowed to keep any excess collections prescribed under the bracket system. (6) Vendor discount only applies to the first 4.0% of the tax. A 0.75% discount if paid by the 7th of the month. (7) An additional discount of 1.25% applies for early payment. (8) Discount varies; 1.2% (1.6% for food) of the first $62,500, 0.92% (1.2%) of the amount to $208,000, and 0.6% (0.8%) of the remainder. Applies to the state tax only. No discount allowed on electronically file returns. (9) Sales tax rate in AZ is scheduled to fall to 5.6% on 6/1/13; KS will fall to 5.7% and NV will fall to 6.5% on 7/1/13. (10) Electronic Filers only. FEDERATION OF TAX ADMINISTRATORS -- JANUARY 2014

PENGGANDAAN, PENGADAAN DAN DISTRIBUSI BUKU - Dikmen

PENGADAAN, PENGGANDAAN, DAN DISTRIBUSI BUKU DANA ALOKASI KHUSUS (DAK) PENDIDIKAN MENENGAH TAHUN 2013 DIREKTORAT JENDERAL PENDIDIKAN MENENGAH KEMENTERIAN PENDIDIKAN DAN KEBUDAYAAN PROPORSI PENGGUNAAN DAK Perdirjen Dikmen Nomor 1598/D/PP/2013 Bab I Deskripsi Umum, F. Penggunaan DAK Bidang Dikmen TA 2013 untuk SMA dan SMK No. KEGIATAN/KOMPONEN PERSENTASE ALOKASI DARI TOTAL DAK TA 2013 SETIAP DAERAH MINIMAL MAKSIMAL 1. Penggandaan dan distribusi buku teks pelajaran kurikulum 2013 15 % 25 % 2. Rehabilitasi ruang belajar rusak berat 40 % 50 % 3. Pengadaan sarana dan prasarana peningkatan mutu pendidikan a. Pemb. Perpustakaan b. Pemb. Laboratorium c. Pengadaan Alat Laboratorium d. Pengadaan Buku Referensi 30 % 40 % SASARAN 1. Penggandaan dan pendistribusian buku teks pelajaran untuk siswa kelas X berdasarkan kurikulum 2013 yang belum mendapatkan alokasi buku teks pelajaran yang diadakan oleh Kementerian Pendidikan dan Kebudayaan. 2. Pengadaan dan pendistribusian buku referensi sesuai dengan kebutuhan sekolah masing-masing. Buku Yang Digandakan 3 (Tiga) Mata Pelajaran sedang digandakan oleh Kementerian Pendidikan dan Kebudayaan untuk Siswa SMA&SMK Kelas X dan Pegangan Guru - Matematika - Sejarah Indonesia - Bahasa Indonesia Buku Referensi SMA dan SMK Permendiknas Nomor 24 Tahun 2007 dan Permendiknas Nomor 40 Tahun 2008 Sekurang-kurangnya meliputi Kamus Besar Bahasa Indonesia, Kamus Bahasa Inggris, Ensiklopedia, Buku Statistik Daerah, Buku Telepon, Kitab Undang-Undang dan Peraturan, dan Kitab Suci. Buku Referensi: Buku yang dianjurkan oleh guru kepada siswa nya untuk dibaca (sumber: KBBI)

Hairdressing Environmental Scan 2013 - Retail and Personal ...

The Hairdressing Industry is captured in the Australian and New Zealand Standard Industrial Classification (ANZSIC) under Group 951 ‘Personal Care Services’ in class 9511 ‘Hairdressing and Beauty Services’ 1. The Hairdressing Industry in Australia is predominantly made up of small and medium enterprises, most employing between four and six people of whom a high share are apprentices. While the majority of businesses are owner operated there are some chains, including franchises. Most businesses are Australian owned with limited international ownership. Competition is high and will remain high as a large number of salons compete for clients. Enterprises which employ less than 20 people account for an estimated 96.8% of businesses, 90% of industry employment and 86% of total revenue. It is anticipated that the hairdressing and beauty industry will generate revenue of $4 billion in 2012–13, representing real growth of 2.0%, compared with the previous year. 2 In November 2011, 55,200 people were employed in the Hairdressing Industry, of which 85% were female and 60% part time employees. 3 The median age for employees in hairdressing is currently 32 years of age and 20.7% are aged 45 years and over (compared with 35.2% for all occupations). 4 Hairdressing is currently the largest employing occupation in the personal services sector and the largest employer of females in trades.

Treatment of Metastatic Prostatic Cancer With Low-Dose Prednisone ...

Treatment of Metastatic Prostatic Cancer With Low-Dose Prednisone: Evaluation of Pain and Quality of Life as Pragmatic Indices of Response By lan Tannock, Mary Gospodarowicz, William Meakin, Tony Panzarella, Lesley Stewart, and Walter Rider Thirty-seven men with symptomatic bone metastases from prostate cancer that had progressed following earlier treatment with estrogens and/or orchidectomy were treated with low-dose prednisone (7.5 to 10 mg daily). The rationale for this treatment was that some patients might still have hormone-sensitive disease that was stimulated by weak androgens of adrenal origin, and that these androgens could be suppressed by prednisone through its negative feedback on secretion of adrenocorticotrophic hormone (ACTH). Response to treatment was assessed by requirement for analgesics, by the McGill-Melzack pain questionnaire, and by a series of 17 linear analog selfassessment (LASA) scales relating to pain and to various aspects of quality of life. Fourteen patients (38%) had improvement in indices used to assess pain at 1 month after starting prednisone, and seven patients (19%) maintained this improvement for 3 to 30 months (median, 4 months). Reduction in pain was...

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