NCERT Solutions for Class 10 Mathematics - Test 3
Mathematics Question Answer Class 10, NCERT Class 10 Mathematics
UP Board Class 10 Mathematics Test - 3
Class 10 Mathematics Chapter 3
Prepare for your Class 10 Mathematics exam with NCERT Solutions, including chapter-wise PDFs, important questions, and step-by-step answers. These solutions are crafted to help CBSE and UP Board students achieve high scores in their final exams. Covering topics like Algebra, Geometry, Trigonometry, and Probability, this study material follows the latest NCERT syllabus. Download the free PDFs and practice with the best Class 10 Maths NCERT Solutions to improve your exam performance and secure excellent results!
Que 1: असंभव घटना की प्रायिकता क्या होती है ?
[A] 1
[B] 2
[C] 3
[D] 1/4
Show Answer
Correct Answer :
[D] 1/4
Que 2: किसी शंकु के आधार की त्रिज्या और ऊँचाई समान हैं । उसके आयतन और उसी त्रिज्या वाले एक गोले के आयतन का अनुपात होगा –
[A] 1 : 4
[B] 3 : 4
[C] 4 : 1
[D] 4 : 3
Show Answer
Correct Answer :
[A] 1 : 4
Que 3: 4, 2, 5, 2, 0, 3, , 3 का बहुलक है –
[A] 3
[B] 2
[C] 5
[D] 4
Show Answer
Correct Answer :
[B] 2
Que 4: प्रथम तीन पूर्ण संख्याओं का माध्य क्या है ?
[A] 1
[B] 2
[C] 0
[D] 4
Show Answer
Correct Answer :
[A] 1
Que 5: यदि 1, 4 , x, 5, 12 का माध्य 7 है , तब x बराबर है –
[A] 15
[B] 13
[C] 14
[D] 16
Show Answer
Correct Answer :
[B] 13
Que 6: किसी वृत्तीय बेलनाकार पात्र की ऊँचाई = 10 cm और आधार – त्रिज्या = 7 cm हैं , तो उस पात्र की धारिता क्या है ?
[A] 1050 cm³
[B] 1540 cm³
[C] 1365cm³
[D] 1365cm³
Show Answer
Correct Answer :
[B] 1540 cm³
Que 7: किसी अर्द्धवृत्त का परिमाप 36 cm है, तो उसका व्यास होगा –
[A] 5 cm
[B] 6 cm
[C] 14 cm
[D] 9 cm
Show Answer
Correct Answer :
[C] 14 cm
Que 8: एक ठोस अर्द्धगोला जिसकी त्रिज्या 7 cm है , का कुल पृष्ठ क्षेत्रफल है ?
[A] 447 πcm²
[B] 239 πcm²
[C] 147 πcm²
[D] 174 πcm²
Show Answer
Correct Answer :
[C] 147 πcm²
Que 9: यदि एक शंकु और एक बेलन के व्यास और ऊँचाई समान हों , तो उनके आयतनों का अनुपात क्या होगा ?
[A] 2 : 3
[B] 1 : 3
[C] 3 : 4
[D] 1 : 2
Show Answer
Correct Answer :
[B] 1 : 3
Que 10: समबेलन का पूर्ण पृष्ठ – क्षेत्रफल होता है –
[A] 2πrh
[B] πr²h
[C] 2πr ( r + h )
[D] 1/3 πr²h
Show Answer
Correct Answer :
[C] 2πr ( r + h )
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