This section includes 7 InterviewSolutions, each offering curated multiple-choice questions to sharpen your Current Affairs knowledge and support exam preparation. Choose a topic below to get started.
| 1. |
नीचे दिये गये लॉजिक परिपथ में लॉजिक गेटों 1 व 2 को पहचानिए |
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Answer» (1) OR गेट तथा (2) NOT गेट। |
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| 2. |
AND, NOT गेट को लॉजिक गेट क्यों कहा जाता है? |
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Answer» क्योंकि इनके निर्गम तथा निवेश के बीच एक तर्कपूर्ण सम्बन्ध होता है। |
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| 3. |
किसी अर्द्धचालक को मादित करने से क्या तात्पर्य है? इस क्रिया से अर्द्धचालक की चालकता पर पड़ने वाले प्रभाव की व्याख्या कीजिए। |
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Answer» एक ‘शुद्ध’ अर्द्धचालक, जिसमें कोई अपद्रव्य न मिला हो, ‘निज अर्द्धचालक’ कहलाता है। इस प्रकार, शुद्ध जर्मेनियम तथा सिलिकॉन अपनी प्राकृतिक अवस्था में निज़ अर्द्धचालक हैं। निज अर्द्धचालकों की वैद्युत चालकता अति अल्प होती है। परन्तु यदि किसी ऐसे पदार्थ की बहुत थोड़ी-सी मात्रा, जिसकी संयोजकता 5 अथवा 3 हो, शुद्ध जर्मेनियम (अथवा सिलिकॉन) क्रिस्टल में अपद्रव्य के रूप में मिश्रित कर दें तो क्रिस्टल की चालकता काफी बढ़ जाती है। मिश्रित करने की क्रिया को ‘अपमिश्रण’ । या ‘मादित करना’ कहते हैं। उदाहरणार्थ, 108 जर्मोनियम परमाणुओं में 1 अपद्रव्य परमाणु मिश्रित कर देने पर, जर्मोनियम की चालकता 16 गुना तक बढ़ जाती है। ऐसे अर्द्धचालकों को बाह्य अथवा अपद्रव्य अथवा अपमिश्रित अर्द्धचालक कहते हैं। इन अर्द्धचालकों में मिश्रित किये जाने वाले अपद्रव्य की मात्रा को नियन्त्रित करके इच्छानुसार चालकता अर्जित की जा सकती है। |
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| 4. |
p-प्रकार का अर्द्धचालक बनाने के लिए शुद्ध जर्मेनियम में मिलाया जाने वाला अपद्रव्य होता है(i) फॉस्फोरस (ii) ऐण्टीमनी (iii) ऐलुमिनियम (iv) आर्सेनिक |
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Answer» (iii) ऐलुमिनियम |
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| 5. |
मूल लॉजिक गेटों के नाम लिखिए। |
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Answer» OR, AND तथा NOT गेट।। |
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| 6. |
प्रश्न 1 में दिए गए कथनों में से कौन-सी p-प्रकार के अर्द्धचालकों के लिए सत्य है? |
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Answer» (d) प्रकथन सत्य है। |
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| 7. |
कोटर (छिद्र) अधिसंख्य आवेश वाहक होते हैं(i) नैज अर्द्धचालकों में (ii) n-प्रकार के अर्द्धचालकों में (iii) p-प्रकार के अर्द्धचालकों में (iv) धातुओं में |
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Answer» (iii) p-प्रकार के अर्द्धचालकों में |
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| 8. |
न’ द्वार को अन्य किस नाम से जाना जाता है तथा क्यों? |
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Answer» “प्रतिलोमक द्वार’ क्योंकि यह निवेशी अवस्था का प्रतिलोम कर देता है। |
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| 9. |
OR गेट का बूलियन व्यंजक लिखिए। |
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Answer» A + B = Y |
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| 10. |
ठोसों में उपस्थित ऊर्जा बैण्डों के नाम लिखिए। |
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Answer» चालन बैण्ड तथा संयोजी बैण्ड। |
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| 11. |
NOT गेट में कितने निवेश तथा कितने निर्गम होते हैं? |
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Answer» 1 निवेश तथा 1 निर्गमा |
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| 12. |
दो निवेश A तथा B वाले ORगेट का निर्गत शून्य होने के लिए यह आवश्यक है कि (i) A = 0, B = 0 (ii) A = 1, B = 0 (iii) A = 0, B = 1 (iv) A = 1, B = 1 |
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Answer» (i) A = 0, B = 0 |
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| 13. |
ऊर्जा बैण्ड किसे कहते हैं? |
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Answer» किसी निश्चित लघु ऊर्जा परिसर में अत्यन्त निकट रूप से स्थित ऊर्जा स्तरों की एक बड़ी संख्या का समूह ऊर्जा बैण्ड कहलाता है। |
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| 14. |
p-n सन्धि डायोड के अवक्षय परत में होते हैं(i) केवल कोटर (ii) केवल इलेक्ट्रॉन (iii) इलेक्ट्रॉन तथा कोटर दोनों (iv) न इलेक्ट्रॉन तथा न कोटर |
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Answer» (iv) न इलेक्ट्रॉन तथा न कोटर |
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| 15. |
दो निवेशी टर्मिनलों वाले OR गेट का निर्गत केवल तब 0 होता है जब(i) कोई एक निवेशी 1 हो (ii) दोनों निवेशी 1 हों (iii) कोई एक निवेशी 0 हो (iv) इसके दोनों निवेशी 0 हों |
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Answer» (iv) इसके दोनों निवेशी 0 हों। |
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| 16. |
बिना बायस p-n सन्धि में, होल क्षेत्र में n-क्षेत्र की ओर विसरित होते हैं, क्योंकि (a) n-क्षेत्र में मुक्त इलेक्ट्रॉन उन्हें आकर्षित करते हैं। (b) ये विभवान्तर के कारण सन्धि के पार गति करते हैं। (c) p-क्षेत्र में होल-सान्द्रता, n-क्षेत्र में उनकी सान्द्रता से अधिक है। (d) उपरोक्त सभी। |
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Answer» (c) प्रकथन सत्य है। |
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| 17. |
ट्रांजिस्टर की क्रिया हेतु निम्नलिखित में से कौन-से कथन सही हैं (a) आधार, उत्सर्जक और संग्राहक क्षेत्रों की आमाप और अपमिश्रण सान्द्रता समान होनी चाहिए। (b) आधार क्षेत्र बहुत बारीक और कम अपमिश्रित होना चाहिए। (c) उत्सर्जक सन्धि अग्रदिशिक बायस है और संग्राहक सन्धि पश्चदिशिक बायस है। (d) उत्सर्जक सन्धि संग्राहक सन्धि दोनों ही अग्रदिशिक बायस हैं। |
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Answer» (b) तथा (c) प्रकथन सत्य हैं। |
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| 18. |
AND गेट में उच्च निर्गत प्राप्त करने के लिए निवेशी A व B होने चाहिए(i) A = 0, B = 0 (ii) A = 1, B = 0 (iii) A = 0, B = 1 (iv) A = 1, B = 1 |
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Answer» (iv) A = 1, B = 1 |
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| 19. |
जब p- n सन्धि पर अग्रदिशिक बायस अनुप्रयुक्त किया जाता है, तब यह (a) विभव रोधक बढ़ाता है। (b) बहुसंख्यक वाहक धारा को शून्य कर देता है। (c) विभव रोधक को कम कर देता है। (d) उपरोक्त में से कोई नहीं। |
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Answer» (c) प्रकथन सत्य है। |
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| 20. |
Find the area of the quadrilateral ABCD in which BCD is an equilateral triangle, each of whose sides is 26cm, AD = 24cm and ∠ BAD = 90°. Also, find the perimeter of the quadrilateral. (Given, √3 = 1.73.) |
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Answer» In △ ABD Using the Pythagoras theorem BD2 = AB2 + AD2 By substituting the values 262 =AB2 + 242 On further calculation AB2 = 676 – 576 By subtraction AB2 = 100 By taking out the square root AB = √100 So we get Base = AB = 10cm We know that area of △ ABD = ½ × b × h By substituting the values Area of △ ABD = ½ × 10 × 24 On further calculation Area of △ ABD = 120 cm2 We know that the area of △ BCD = √3/4 a2 By substituting the values Area of △ BCD = (1.73/4) (26)2 So we get Area of △ BCD = 292.37 cm2 So we get area of quadrilateral ABCD = Area of △ ABD + Area of △ BCD By substituting the values Area of quadrilateral ABCD = 120 + 29237 By addition Area of quadrilateral ABCD = 412.37 cm2 The perimeter of quadrilateral ABCD = AB + BC + CD + DA By substituting the values Perimeter = 10 + 26 + 26 + 24 So we get Perimeter = 86cm Therefore, the area is 412.37 cm2 and perimeter is 86cm. Answer:The area of quadrilateral ABCD is 412.76 cm² Step-by-step explanation: Step 1 : Quadrilateral ABCD forms two triangles. Equilateral triangle BCD with sides 26 cm and right angled triangle BAD with base 24 cm and hypotenuse 26 cm. Step 2 : Using Pythagoras theorem get the height AB of the right angled triangle and the height of the Equilateral triangle. AB = Square root of (BD² - AD²) = Square root of (676 - 576) = square root of 100 = 10 cm Height of the Equilateral triangle : Height = square root of (26² - (26/2)²) = Square root of (507) = 22.52 cm Step 3 : Calculate the area of the two triangles. Area of a triangle = ½b × h Area of the right angled triangle = ½ × 24 × 10 = 120 cm² Area of the Equilateral triangle = ½ × 26 × 22.52 = 292.76 cm² Step 4 : Sum the two areas to get the total area which is the area of quadrilateral ABCD. 292.76cm² + 120 cm² = 412.76 cm² 4.2 77 votes THANKS 85 Answer: The area of quadrilateral ABCD is 412.76 cm² Step-by-step explanation: Step 1 : Quadrilateral ABCD forms two triangles. Equilateral triangle BCD with sides 26 cm and right angled triangle BAD with base 24 cm and hypotenuse 26 cm. Step 2 : Using Pythagoras theorem get the height AB of the right angled triangle and the height of the Equilateral triangle. AB = Square root of (BD² - AD²) = Square root of (676 - 576) = square root of 100 = 10 cm Height of the Equilateral triangle : Height = square root of (26² - (26/2)²) = Square root of (507) = 22.52 cm Step 3 : Calculate the area of the two triangles. Area of a triangle = ½b × h Area of the right angled triangle = ½ × 24 × 10 = 120 cm² Area of the Equilateral triangle = ½ × 26 × 22.52 = 292.76 cm² Step 4 : Sum the two areas to get the total area which is the area of quadrilateral ABCD. 292.76cm² + 120 cm² = 412.76 cm² |
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| 21. |
Add the following:i. 30583 + 12329ii. 45378 + 44622 |
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Answer» i. 42912 ii. 90000 |
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| 22. |
Find the odd word out:High Poverty ratio – Chhatisgarh, Jharkhand, Bihar, Kerala |
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Answer» Correct Answer is Kerala |
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| 23. |
Doctor advised to use 2D lens. What is its focal length? |
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Answer» Given power of lens P = 2D We know, P = 100/f(in cm) = 2 = 100/f = f = 100/2 = 50 cm ∴ Focal length of lens (f) = 50 cm. |
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| 24. |
A doctor advised to use 4D lens. The focal length of the lens is …………………….. A) 25 cmB) 400 cm C) 4 cm D) 40 cm |
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Answer» Correct option is A) 25cm |
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| 25. |
A doctor has advised to use 2.5D lens. The focal length of the lens is ………………….. A) 40 cm B) 250 cm C) 2.5 cm D) 50 cm |
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Answer» Correct option is A) 40 cm |
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| 26. |
Name the following:A compound where the transition metal is in the +7 oxidation state. |
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Answer» KMnO4 or any other suitable example. |
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| 27. |
Name the following:A transition metal which does not exhibit variation in oxidation state in its compounds. |
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Answer» Scandium (Sc). |
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| 28. |
How would you account for the following :Most of the transition metal ions exhibit characteristic colours in aqueous solutions? |
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Answer» Most of the transition metal ions exhibit characteristic colours in aqueous solutions because of d-d transition, as they have maximum number of unpaired electrons. |
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| 29. |
Out of H2O and H2S, which one has higher bond angle and why? |
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Answer» Bond angle of H2O is larger, because oxygen is more electronegative than sulphur therefore bond pair electron of O–H bond will be closer to oxygen and there will be more bond-pair bond-pair repulsion between bond pairs of two O–H bonds. |
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| 30. |
Explain the following observations giving an appropriate reason for each :There occurs much more frequent metal-metal bonding in compounds of heavy transition metals (i.e.,3rd series). |
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Answer» 4d and 5d transition elements (2nd and 3rd series) are Iarger in size than the corresponding 3d elements. Hence the valence electrons are less tightly held and form M-M bond more frequently. |
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| 31. |
Which of the following will not act as oxidising agents?(i) CrO3(ii) MoO3(iii) WO3(iv) CrO42– |
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Answer» (ii), (iii) (ii) MoO3 (iii) WO3 |
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| 32. |
How would you account for the following? Many of the transition elements are known to form interstitial compounds. |
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Answer» In the crystal lattice, transition elements have interstitial vacant space into which small sized nonmetal atoms such as H,B, C, or N are trapped. These compounds are non-stoichiometric, neither typically ionic nor covalent. e.g., TiC, MH, Fe3H etc. |
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| 33. |
Transition elements form binary compounds with halogens. Which of the following elements will form MF3 type compounds?(i) Cr(ii) Co(iii) Cu(iv) Ni |
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Answer» (i), (ii) (i) Cr (ii) Co |
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| 34. |
Explain the following observations :Many of the transition elements are known to form interstitial compounds. |
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Answer» Many of the transition elements are known to form interstitial compounds because of unpaired electrons in the d-orbital. Transition elements have vacant interstitial sites and are able to trap small atoms like H, C or N to form such compound. |
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| 35. |
The chemical symbol of carbon and cobalt are (a) Ca and CO (b) Ca and Cl (c) C and CO (d) Cr and Cb |
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Answer» (c) C and CO |
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| 36. |
The electron gain enthalpy of chlorine is 348 kJ mol-1. How much energy in kJ is released when 17.5 g of chlorine is completely converted into Cl ions in the gaseous state? |
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Answer» Cl(g) + e- → Cl- (g) ∆H = 348 kJ mol-1 For one mole (35.5g) 348 kJ is released. ∴ For 17.5g chlorine, (348 KJ / 35.5 g) x 17.75 energy leased. ∴ The amount of energy released = 348/2 = 174 kJ. |
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| 37. |
Describe the excretory organ in the human body other than kidneys. |
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Answer» Other Excretory Organs in Man: 1. Skin: Sweat glands are found in the human skin, which secretes out sweat containing water and some nitrogenous excretory substances. 2. Lungs: Cellular respiration release CO2 as excretory substance, which is eliminated outside by respiratory process in the lungs. 3. Liver: Liver cells convert nitrogenous part of amino acids into ammonia and then ammonia into urea. The urea is released into the blood. The liver also forms bile pigments which are excreted along with the bile juice into the intestine. |
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| 38. |
What is Gout disease? |
Answer»
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| 39. |
What is glycosuria? |
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Answer» Presence of glucose in the urine is called glycosuria. |
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| 40. |
Explain Bright’s disease. |
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Answer» Bright’s disease or Nephritis:
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| 41. |
What is Ultrafiltration? |
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Answer» The process of filtration of blood from the glomerulus into the Bowman’s capsule because of increased glomerular blood pressure is called as Ultrafiltration. |
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| 42. |
Describe the blood vessels called vasa recta. What is their function ? |
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Answer» Vasa Recta are ‘U’ shaped, thin walled capillaries that arise from efferent arteriole and run parallel to the Henle’s loop. They retain the reabsorbed ions in the medullary tissue fluid and maintain its high osmolarity and are involved in the counter current mechanism. |
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| 43. |
Name the excretory structures of(1) Planaria(2) Earthworm |
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Answer» 1. Flame cells 2. Nephridia |
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| 44. |
The glomerular filtrate is: (a) Water, ammonia and blood corpuscles (b) Blood without blood corpuscles and plasma protein (c) Blood without blood corpuscles (d) Urine |
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Answer» The answer is (b) Blood without blood corpuscles and plasma protein |
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| 45. |
The presence of Urea in the blood is called? |
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Answer» The answer is Urania |
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| 46. |
Name any two constituents of sweat, besides water. |
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Answer» Sodium chloride and lactic acid. |
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| 47. |
What are columns of Bertini in a kidney? |
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Answer» The extensions of cortex in between the medullary pyramids as renal columns, are called columns of Bertini. |
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| 48. |
An animal that excretes ammonia is called? |
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Answer» The answer is Ammonotelic. |
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| 49. |
The term not dilute soup was used by. (a) Oparin (b) Darwin (c) Haldane (d) Pasteur |
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Answer» Correct answer is (c) Haldane |
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| 50. |
Which gas was absent in the atmosphere at the time of origin of life. (a) Ammonia (b) Hydrogen (c) Oxygen (d) Methane |
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Answer» Correct answer is (c) Oxygen |
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