Notes: If the lines are parallels,
1. Cointerior Angles: [Sum 1800]
2. Alternate Angles: [Equal]
3.Corresponding Angles: [Equal]
29/11/2020
01/11/2020
Question Pattern
Welcome! This is the sample of question paper of first term. You can solve it and post in the google classroom. Watch this video and write that you learn after watching this video:
T
28/09/2020
Devanagari System
Devanagari Numbers from 1 to 100
|
0 |
० |
शुन्य (śunya) |
|
1 |
१ |
एक (ēk) |
|
2 |
२ |
दुई (duī) |
|
3 |
३ |
तीन (tīn) |
|
4 |
४ |
चार (cār) |
|
5 |
५ |
पाँच (pāṃc) |
|
6 |
६ |
छ (cha) |
|
7 |
७ |
सात (sāt) |
|
8 |
८ |
आठ (āṭh) |
|
9 |
९ |
नौ (nau) |
|
10 |
१० |
दश (daś) |
|
11 |
११ |
एघार (ēghār) |
|
12 |
१२ |
बाह्र (bāhr) |
|
13 |
१३ |
तेह्र (tēhr) |
|
14 |
१४ |
चौध (caudh) |
|
15 |
१५ |
पन्ध्र (pandhr) |
|
16 |
१६ |
सोह्र (sōhr) |
|
17 |
१७ |
सत्र (satr) |
|
18 |
१८ |
अठार (aṭhār) |
|
19 |
१९ |
उन्नाइस (unnāis) |
|
20 |
२० |
विस (vis) |
|
21 |
२१ |
एक्काइस (ēkkāis) |
|
22 |
२२ |
बाइस (bāis) |
|
23 |
२३ |
तेईस (tēīs) |
|
24 |
२४ |
चौविस (cauvis) |
|
25 |
२५ |
पच्चिस (paccis) |
|
26 |
२६ |
छब्बिस (chabbis) |
|
27 |
२७ |
सत्ताइस (sattāīs) |
|
28 |
२८ |
अठ्ठाईस (aṭhṭhāīs) |
|
29 |
२९ |
उनन्तिस (unantis) |
|
30 |
३० |
तिस (tis) |
|
31 |
३१ |
एकत्तिस (ēkattis) |
|
32 |
३२ |
बत्तिस (battis) |
|
33 |
३३ |
तेत्तिस (tēttis) |
|
34 |
३४ |
चौँतिस (cauṃtis) |
|
35 |
३५ |
पैँतिस (paiṃtis) |
|
36 |
३६ |
छत्तिस (chattīs) |
|
37 |
३७ |
सैँतीस (saiṃtīs) |
|
38 |
३८ |
अठतीस (aṭhatīs) |
|
39 |
३९ |
उनन्चालीस (unancālīs) |
|
40 |
४० |
चालीस (cālīs) |
|
41 |
४१ |
एकचालीस (ēkacālīs) |
|
42 |
४२ |
बयालीस (bayālīs) |
|
43 |
४३ |
त्रियालीस (triyālīs) |
|
44 |
४४ |
चवालीस (cavālīs) |
|
45 |
४५ |
पैँतालीस (paiṃtālīs) |
|
46 |
४६ |
छयालीस ( chayālīs) |
|
47 |
४७ |
सच्चालीस (saccālīs) |
|
48 |
४८ |
अठचालीस (aṭhacālīs) |
|
49 |
४९ |
उनन्चास (unancās) |
|
50 |
५० |
पचास (pacās) |
|
51 |
५१ |
एकाउन्न (ēkāunn) |
|
52 |
५२ |
बाउन्न (bāunn) |
|
53 |
५३ |
त्रिपन्न (tripann) |
|
54 |
५४ |
चउन्न (caunn) |
|
55 |
५५ |
पचपन्न (pacapann) |
|
56 |
५६ |
छपन्न (chapann) |
|
57 |
५७ |
सन्ताउन्न (santāunn) |
|
58 |
५८ |
अन्ठाउन्न (anṭhāunn) |
|
59 |
५९ |
उनन्साठी (unansāṭhī) |
|
60 |
६० |
साठी (sāṭhī) |
|
61 |
६१ |
एकसट्ठी (ēkasaṭṭhī) |
|
62 |
६२ |
बयसट्ठी (bayasaṭṭhī) |
|
63 |
६३ |
त्रिसट्ठी (trisaṭṭhī) |
|
64 |
६४ |
चौंसट्ठी (caunsaṭṭhī) |
|
65 |
६५ |
पैंसट्ठी (painsaṭṭhī) |
|
66 |
६६ |
छयसट्ठी (chayasaṭṭhī) |
|
67 |
६७ |
सतसट्ठी (satasaṭṭhī) |
|
68 |
६८ |
अठसट्ठी (aṭhasaṭṭhī) |
|
69 |
६९ |
उनन्सत्तरी (unansattarī) |
|
70 |
७० |
सत्तरी (sattarī) |
|
71 |
७१ |
एकहत्तर (ēkahattar) |
|
72 |
७२ |
बहत्तर (bahattar) |
|
73 |
७३ |
त्रिहत्तर (trihattar) |
|
74 |
७४ |
चौहत्तर (cauhattar) |
|
75 |
७५ |
पचहत्तर ( pacahattar) |
|
76 |
७६ |
छयहत्तर (chayahattar) |
|
77 |
७७ |
सतहत्तर (satahattar) |
|
78 |
७८ |
अठहत्तर (aṭhahattar) |
|
79 |
७९ |
उनासी (unāsī) |
|
80 |
८० |
असी (asī) |
|
81 |
८१ |
एकासी (ēkāsī) |
|
82 |
८२ |
बयासी (bayāsī) |
|
83 |
८३ |
त्रियासी (triyāsī) |
|
84 |
८४ |
चौरासी (caurāsī) |
|
85 |
८५ |
पचासी (pacāsī) |
|
86 |
८६ |
छयासी (chayāsī) |
|
87 |
८७ |
सतासी (satāsī) |
|
88 |
८८ |
अठासी (aṭhāsī) |
|
89 |
८९ |
उनान्नब्बे (unānnabbē) |
|
90 |
९० |
नब्बे (nabbē) |
|
91 |
९१ |
एकान्नब्बे (ēkānnabbē) |
|
92 |
९२ |
बयानब्बे (bayānabbē) |
|
93 |
९३ |
त्रियान्नब्बे ( triyānnabbē) |
|
94 |
९४ |
चौरान्नब्बे (caurānnabbē) |
|
95 |
९५ |
पन्चानब्बे (pancānabbē) |
|
96 |
९६ |
छयान्नब्बे (chayānnabbē) |
|
97 |
९७ |
सन्तान्नब्बे (santānnabbē) |
|
98 |
९८ |
अन्ठान्नब्बे (anṭhānnabbē) |
|
99 |
९९ |
उनान्सय (unānsay) |
|
100 |
१०० |
एक सय (ek say) |
Places
|
® एक – 1 (one) |
||||||||||
|
® दश – 10 (10) |
||||||||||
|
® सय – 100 (1 hundred) |
||||||||||
|
® हजार – 1,000 (one Thousand) |
||||||||||
|
® दश हजार 10,000 (Ten Thousand) |
||||||||||
|
® लाख 1,00,000 (Hundred Thousand) |
||||||||||
|
® दश लाख – 10,00,000 (One million) |
||||||||||
|
® करोड – 1,00,00,000 (Ten million) |
||||||||||
|
® दश करोड – 10,00,00,000 (Hundred Million) |
||||||||||
|
19/09/2020
Pythagoras Theorem (Problem Based)
Today, we are going to read about the Right-Angled triangle. Before that, we need to know about Pythagoras Theorem. For that, you can Click Here.
Let's start today's video. At first, all three sides of the right-angled triangle have to be identified. After that, if two sides are given then we can find the missing side using the Pythagoras theorem.
Watch This Video↴
Homework - I (On the basis of above video.)
Answer Key
12/09/2020
Zoom's Breakout Rooms & Host Set-up
Hi guys, here you will learn about how to set up when logging in as a host in Zoom especially for the teachers and lecturers. Please check the following set-up carefully before starting the meeting or watch the video linked below.
Step 1 As soon as you log in to Zoom, have a look at the left corner (bottom). Customize mic and video according to your choice.(जूममा लगईन गरेपछि तल बायाँ कुनामा अवलोकन गर्नुहोस्। आफ्नो छनौट अनुसार माइक र भिडियो अनुकूलित गर्नुहोस्।)
Step 2 Click on Security option then customize it as per your need. Due to security reason, I suggest you not to allow screen share for participants. When it is necessary, you can give permission.(सुरक्षा विकल्पमा क्लिक गर्नुहोस् र यसलाई तपाईंको आवश्यकता अनुसार अनुकूलित गर्नुहोस्। सुरक्षा कारणले गर्दा, म तपाईंलाई सहभागीहरूका लागि स्क्रिन सेयर अनुमति नदिन सुझाव दिन्छु । जब यो आवश्यक हुन्छ, तपाईं अनुमति दिन सक्नुहुन्छ|)
Step 3 If Chat option is On, then make sure with whom you want your participants to chat.(यदि च्याट विकल्प खुला छ भने निश्चित गर्नुहोस् कि सहभागीहरू कोसँग कुराकानी गर्न सक्छन्?)
If you want to know more about Zoom app then leave comment or mail me directly.(यदि तपाईं जूम अनुप्रयोगको बारेमा बढी जान्न चाहानुहुन्छ भने टिप्पणी छोड्नुहोस् वा मलाई मैल गर्नुहोस्।)
Watch this video for more detail:
10/09/2020
Jokes
If you also want to post your funny jokes, stories or some other articles on this blog, please don't forget to mail us. If you want your name and address to be mentioned in, please let us know in the mail.
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Continue>>>
EX - Right Angled Triangle (Before you Begin)
Here are the list of some useful Greek symbols for basic level students:
α→alpha (अल्फा) θ→theta (थेटा)
μ→ mu (मिउ ) β→ beta (बेटा)
π→ Pi(पाई) φ→ phi (फाई)
γ→ gamma (गामा) λ→ lambda (ल्याम्दा)
δ→ delta(डेल्टा) ∑ / σ → sigma (सिग्मा)
ω → omega(ओमेगा ) ξ→ xi(सी)
Watch this Video:
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