С) Д)
<br />7. Qaysi dastur yordamida taqdimot slaydlar yaratiladi?
</p>
<p>А) Paint В) Photoshop С) Power Point Д) Paskal</p>
<br />8. Power Point kengaytmasini ko`rsating?
<p>А) .pcx В) .bmp С) .txt Д) .ppt</p>
<br />9. Qaysi tugma(klavisha) orqali slaydlarni ko`rishni boshlash mumkin?
<p>А) F5 В) F1 С) F9 Д) F10</p>
<br />10. Web-sahifaning kengaytmasini ko`rsating?
<p>А) .pcx В) .bmp С) .txt Д) .htm </p>
<br />11. 10<sub>16</sub>+11<sub>16</sub>= ?<sub>16</sub>
<p>A) 21 B) 101 C) 15 D) AB </p>
<br />12. 100<sub>16 </sub>-11<sub>16</sub>= ?<sub>16</sub>
<p>A) 89 B) EF C) F9 D) 99</p>
<br />13. A9<sub>16</sub>=?<sub>8</sub>
<p>A) 251 B) 522 C) 521 D) 169</p>
<p>14. 11110,1<sub>2</sub>=?<sub>16</sub>
</p>
<p>A) F0,8 B) F0,1 C) 1E,1 D) 1E,8 </p>
<br />15. 101,1<sub>16</sub>=?<sub>2</sub>
<p>A) 100000001,0001 B) 5,1 C) 5,4 D) 5,8 </p>
<br />16. 0,125<sub>10</sub>=?<sub>8</sub>
<p>A) 0,3 B) 0,1 C) 0,001 D) 0,2 </p>
<br />17. A=rost, B=rost
<p>(A/\B)\/C=rost</p>
<p>C ning qiymatini aniqlang?
</p>
<p>A) faqat yolg`on B) <a href="/chiziqli-va-tarmoqlanuvchi-xulosa.html">faqat rost </a></p>
<p>C) rost yoki yolg`on D) <a href="/reja-olchashlarning-sifat-mezonlari.html">formulada xatolik bor
</a><br />18. A = "XII=12", B = "IL=51", C = "MX=1010", D = "ML=1050" bo'lsa, quyidagi mantiqiy ifoda natijasini aniqlang.
</p>
<p>(A B) (C D)</p>
<br />19. 32 sahifalik ma'lumot bor. Har bir sahifada 16 ta qator mavjud. Har bir qatorda 80 tadan belgi bor. Axborot necha kilobayt bo'lishini aniqlang.
<p>A) 46 B) 42 C) 40 D) 38</p>
<br />20. Excel dagi ifodaning natijasini aniqlang.
<p>=ЗАМЕНИТЬ("Xorazm";КОРЕНЬ(36);4;"miy")</p>
<br />21. <img src="data:image/png;base64,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"> Ifodaning Pascaldagi ko`rinishini ko`rsating.
<br />22. Pascaldagi ifodaning matematik formulasini ko`rsating: Y:=(exp(sqr(x))-4)/x+1;
<br />23. y=a<sup>b</sup> ifoda Pascalda qanday yoziladi?
<br />24. Excel dagi ifodaning natijasini aniqlang.
<p>=ЗАМЕНИТЬ("Iskandar";3;ЗНАЧЕН("4");"yon")</p>
<br />25. Excel dagi ifodaning natijasini aniqlang.
<p>=КОРЕНЬ(ДЛСТР("Navo"))+</p>
<br />
<br />ДЛСТР(ЛЕВСИМВ("olmalar";7))
<br /></div>
<br />
<br />
<br /><b><span id='11-sinf_amaliy_ish_topshiriqlari'>11-sinf <a href="/2-amaliy-ish-mavzu-test-topshiriqlari-shakllari-yopiq-va-ochiq.html">amaliy ish topshiriqlari</a></span></b>
<br /><ol> <li/>
<br />110101<sub>2</sub>+110011<sub>2</sub>=?
<br /></ol>
<br />
<br />
<br /><ol start="2"> <li/>
<br />Quyidagi mantiqiy sxema chiqishida qanday qiymat hosil bo`ladi?
<br /></ol>
<br /><img src="data:image/png;base64,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" name="Рисунок 11" align="bottom" width="396" height="132" border="0">
<br /><ol start="3"> <li/>
<br /><b><span id='Qo`yidagi_paskal_dasturlash_tilida_yozilgan_ifodani_odatdagi_matematik_ko`rinishga_yozing._Sqrt(Sqr(a))_____Ekranning_o`rtasiga_“47'>Qo`yidagi paskal dasturlash tilida yozilgan ifodani odatdagi matematik ko`rinishga yozing. Sqrt(Sqr(a))</span></b>
<br /></ol>
<br />
<br />
<br /><ol start="4"> <li/>
<br />Ekranning o`rtasiga “<b>47</b><b>-maktab”</b> matinini qizil ranga chiqarish dasturini tuzing.
<br /><li/>
<br /><b>ПРОИЗВЕД</b><b>(</b><b>А</b><b>2:</b><b>В</b><b>2) </b>natijani C2 yacheykada ko’rsating.
<br /><img 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" name="Рисунок 10" align="bottom" width="613" height="141" border="0">
<br /></ol> Do'stlaringiz bilan baham: |
