NCERT Class 10 Maths Book in Hindi – Chapter-wise FREE PDF
Class 10
Hey, are you a class 10 student or looking for an NCERT maths book class 10 in Hindi to start your preparations? If yes. Then you are at the right place. NCERT Class 10 Maths book is designed in such a way that it can help board exam students understand complex concepts easily. NCERT class 10 Maths syllabus contains many important topics that help students build a strong foundation to understand advanced concepts. In this article, we have provided NCERT maths book class 10 in Hindi in PDF form, which you can download anytime and anywhere. So, without wasting more time let’s start.
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NCERT Book for Class 10 Maths Hindi Chapterwise PDF Download
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- Chapter 1 - वास्तविक संख्या
- Chapter 2 - बहुपद
- Chapter 3 - दो चर वाले रैखिक समीकरण युग्म
- Chapter 4 - द्विघात समीकरण
- Chapter 5 - समांतर श्रेढ़िया
- Chapter 6 - त्रिभुज
- Chapter 7 - निर्देशांक ज्यामिति
- Chapter 8 - त्रिकोणमिति का परिचय
- Chapter 9 - त्रिकोणमिति वेफ वुफछ अनुप्रयोग
- Chapter 10 - वृत्त
- Chapter 11 - रचनाएँ
- Chapter 12 - वृत्तों से संबंधित क्षेत्रापफल
- Chapter 13 - पृष्ठीय क्षेत्रफल और आयतन
- Chapter 14 - सांख्यिकी
- Chapter 15 - प्रायिकता
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So, that’s all from this article. I hope you enjoyed this post. If you found this article helpful then please share it with other students. Also Read,
Join our Telegram channel for classes 9th and 10th to get Free Study Material, Free Notes & many more.
India's Best Exam Preparation for Class 10th - Download Now
- 10 Class Science NCERT Solutions
- NCERT Class 10 Solutions for Maths
- NCERT Maths Class 10 exemplar
- NCERT Science Class 10 exemplar
- Class 10 Maths Revision Notes
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If you have any Confusion related to the NCERT maths book class 10 in Hindi, feel free to ask in the comments section below. To watch Free Learning Videos on Maths by Kota’s top IITian Faculties Install the eSaral App
Comments
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Feb. 19, 2026, 7:14 p.m.
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Jan. 13, 2026, 5:48 p.m.
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Nov. 18, 2025, 6:35 a.m.
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Nov. 18, 2025, 6:35 a.m.
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Nov. 5, 2025, 6:35 a.m.
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Oct. 27, 2025, 6:35 a.m.
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Sept. 20, 2025, 6:35 a.m.
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Aug. 10, 2025, 6:35 a.m.
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June 1, 2025, 6:35 a.m.
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May 10, 2025, 6:35 a.m.
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Oct. 13, 2023, 6:35 a.m.
9 esa] vkius okLrfod la[;kvksa dh [kkst izkjaHk dh vkSj bl izfØ;k ls vkidks
vifjes; la[;kvksa dks tkuus dk volj feykA bl vè;k; esa] ge okLrfod la[;kvksa
osQ ckjs esa viuh ppkZ tkjh j[ksaxsA ;g ppkZ ge vuqPNsn 1-2 rFkk 1-3 esa /ukRed iw.kk±dksa
osQ nks vfr egRoiw.kZ xq.kksa ls izkjaHk djsaxsA ;s xq.k gSa% ;wfDyM foHkktu ,YxksfjFe (dyu
fof/) (Euclid’s division algorithm) vkSj vadxf.kr dh vk/kjHkwr izes; (Fundamental
Theorem of Arithmetic) A
tSlk fd uke ls fofnr gksrk gS] ;wfDyM foHkktu ,YxksfjFe iw.kk±dksa dh foHkkT;rk
ls fdlh :i esa lacaf/r gSA lk/kj.k Hkk"kk esa dgk tk,] rks ,YxksfjFe osQ vuqlkj] ,d
/ukRed iw.kk±d a dks fdlh vU; /ukRed iw.kk±d b ls bl izdkj foHkkftr fd;k tk
ldrk gS fd 'ks"kiQy r izkIr gks] tks b ls NksVk (de) gSA vki esa ls vf/drj yksx 'kk;n
bls lkekU; yach foHkktu izfØ;k (long division process) osQ :i esa tkurs gSaA ;|fi ;g
ifj.kke dgus vkSj le>us esa cgqr ljy gS] ijarq iw.kk±dksa dh foHkkT;rk osQ xq.kksa ls lacafèkr
blosQ vusd vuqiz;ksx gSaA ge buesa ls oqQN ij izdk'k Mkysaxs rFkk eq[;r% bldk iz;ksx
nks /ukRed iw.kk±dksa dk egÙke lekiorZd (HCF) ifjdfyr djus esa djsaxsA
nwljh vksj] vadxf.kr dh vk/kjHkwr izes; dk laca/ /ukRed iw.kk±dksa osQ xq.ku ls
gSA vki igys ls gh tkurs gSa fd izR;sd HkkT; la[;k (Composite number) dks ,d
vf}rh; :i ls vHkkT; la[;kvksa (prime numbers) osQ xq.kuiQy osQ :i esa O;Dr fd;k
tk ldrk gSA ;gh egRoiw.kZ rF; vadxf.kr dh vk/kjHkwr izes; gSA iqu%] ;g ifj.kke
dgus vkSj le>us esa cgqr ljy gS] ijarq blosQ xf.kr osQ {ks=k esa cgqr O;kid vkSj lkFkZd
vuqiz;ksx gSaA ;gk¡] ge vadxf.kr dh vk/kjHkwr izes; osQ nks eq[; vu
Aish Kumar
Oct. 13, 2023, 6:35 a.m.
9 esa] vkius okLrfod la[;kvksa dh [kkst izkjaHk dh vkSj bl izfØ;k ls vkidks
vifjes; la[;kvksa dks tkuus dk volj feykA bl vè;k; esa] ge okLrfod la[;kvksa
osQ ckjs esa viuh ppkZ tkjh j[ksaxsA ;g ppkZ ge vuqPNsn 1-2 rFkk 1-3 esa /ukRed iw.kk±dksa
osQ nks vfr egRoiw.kZ xq.kksa ls izkjaHk djsaxsA ;s xq.k gSa% ;wfDyM foHkktu ,YxksfjFe (dyu
fof/) (Euclid’s division algorithm) vkSj vadxf.kr dh vk/kjHkwr izes; (Fundamental
Theorem of Arithmetic) A
tSlk fd uke ls fofnr gksrk gS] ;wfDyM foHkktu ,YxksfjFe iw.kk±dksa dh foHkkT;rk
ls fdlh :i esa lacaf/r gSA lk/kj.k Hkk"kk esa dgk tk,] rks ,YxksfjFe osQ vuqlkj] ,d
/ukRed iw.kk±d a dks fdlh vU; /ukRed iw.kk±d b ls bl izdkj foHkkftr fd;k tk
ldrk gS fd 'ks"kiQy r izkIr gks] tks b ls NksVk (de) gSA vki esa ls vf/drj yksx 'kk;n
bls lkekU; yach foHkktu izfØ;k (long division process) osQ :i esa tkurs gSaA ;|fi ;g
ifj.kke dgus vkSj le>us esa cgqr ljy gS] ijarq iw.kk±dksa dh foHkkT;rk osQ xq.kksa ls lacafèkr
blosQ vusd vuqiz;ksx gSaA ge buesa ls oqQN ij izdk'k Mkysaxs rFkk eq[;r% bldk iz;ksx
nks /ukRed iw.kk±dksa dk egÙke lekiorZd (HCF) ifjdfyr djus esa djsaxsA
nwljh vksj] vadxf.kr dh vk/kjHkwr izes; dk laca/ /ukRed iw.kk±dksa osQ xq.ku ls
gSA vki igys ls gh tkurs gSa fd izR;sd HkkT; la[;k (Composite number) dks ,d
vf}rh; :i ls vHkkT; la[;kvksa (prime numbers) osQ xq.kuiQy osQ :i esa O;Dr fd;k
tk ldrk gSA ;gh egRoiw.kZ rF; vadxf.kr dh vk/kjHkwr izes; gSA iqu%] ;g ifj.kke
dgus vkSj le>us esa cgqr ljy gS] ijarq blosQ xf.kr osQ {ks=k esa cgqr O;kid vkSj lkFkZd
vuqiz;ksx gSaA ;gk¡] ge vadxf.kr dh vk/kjHkwr izes; osQ nks eq[; vu
Aish Kumar
Oct. 13, 2023, 6:35 a.m.
9 esa] vkius okLrfod la[;kvksa dh [kkst izkjaHk dh vkSj bl izfØ;k ls vkidks
vifjes; la[;kvksa dks tkuus dk volj feykA bl vè;k; esa] ge okLrfod la[;kvksa
osQ ckjs esa viuh ppkZ tkjh j[ksaxsA ;g ppkZ ge vuqPNsn 1-2 rFkk 1-3 esa /ukRed iw.kk±dksa
osQ nks vfr egRoiw.kZ xq.kksa ls izkjaHk djsaxsA ;s xq.k gSa% ;wfDyM foHkktu ,YxksfjFe (dyu
fof/) (Euclid’s division algorithm) vkSj vadxf.kr dh vk/kjHkwr izes; (Fundamental
Theorem of Arithmetic) A
tSlk fd uke ls fofnr gksrk gS] ;wfDyM foHkktu ,YxksfjFe iw.kk±dksa dh foHkkT;rk
ls fdlh :i esa lacaf/r gSA lk/kj.k Hkk"kk esa dgk tk,] rks ,YxksfjFe osQ vuqlkj] ,d
/ukRed iw.kk±d a dks fdlh vU; /ukRed iw.kk±d b ls bl izdkj foHkkftr fd;k tk
ldrk gS fd 'ks"kiQy r izkIr gks] tks b ls NksVk (de) gSA vki esa ls vf/drj yksx 'kk;n
bls lkekU; yach foHkktu izfØ;k (long division process) osQ :i esa tkurs gSaA ;|fi ;g
ifj.kke dgus vkSj le>us esa cgqr ljy gS] ijarq iw.kk±dksa dh foHkkT;rk osQ xq.kksa ls lacafèkr
blosQ vusd vuqiz;ksx gSaA ge buesa ls oqQN ij izdk'k Mkysaxs rFkk eq[;r% bldk iz;ksx
nks /ukRed iw.kk±dksa dk egÙke lekiorZd (HCF) ifjdfyr djus esa djsaxsA
nwljh vksj] vadxf.kr dh vk/kjHkwr izes; dk laca/ /ukRed iw.kk±dksa osQ xq.ku ls
gSA vki igys ls gh tkurs gSa fd izR;sd HkkT; la[;k (Composite number) dks ,d
vf}rh; :i ls vHkkT; la[;kvksa (prime numbers) osQ xq.kuiQy osQ :i esa O;Dr fd;k
tk ldrk gSA ;gh egRoiw.kZ rF; vadxf.kr dh vk/kjHkwr izes; gSA iqu%] ;g ifj.kke
dgus vkSj le>us esa cgqr ljy gS] ijarq blosQ xf.kr osQ {ks=k esa cgqr O;kid vkSj lkFkZd
vuqiz;ksx gSaA ;gk¡] ge vadxf.kr dh vk/kjHkwr izes; osQ nks eq[; vu
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