Advantages of Wind energy are as follows:

·         It is environment friendly.

·         Renewable source of energy

·         Only construction expense is involved, but the maintenance (or recurring cost) is less

Data is a tool which helps in reaching a sound conclusion by providing information therefore. For statistical investigation, collection of data is the first and foremost.

मनके बनाने के लिए प्रयुक्त पदार्थ निम्न है:- जेसपर,तांबा,क्वार्ट्ज,सोना,आदी।इन पदार्थों को प्राप्त करने के लिए निमन तरीके प्रयोग में लाए जाते थे : 1•कच्चे माल के समीप बस्तियाँ स्थापित करना । , 2•अभियान भेजना _जैसे- दक्षिण भारत में सोने के लिए अभियान भेजे गए ।

मनकों के निर्माण में प्रयुक्त पदार्थों की विविधता उल्लेखनीय है:

इसमें कार्नीलियन (सुन्दर लाल रंग का), जैस्पर, स्फटिक, क़्वार्ट्ज़ और सेलखड़ी जैसे पत्थर; ताँबा, काँसा तथा सोने जैसे धातुएँ; तथा शंख, फ़यॉन्स और पक्की मिट्टी, सभी का प्रयोग मनके बनाने में होता था। कुछ मनके दो या उससे अधिक पत्थरों को आपस में जोड़कर बनाए जाते थे और कुछ सोने के टोप वाले पत्थर के होते थे।

मनका बनाने की प्रक्रिया:

पहला चरण (मनके को आकर देना): सबसे पहले, मनके बनाने की प्रक्रिया में प्रयुक्त पदार्थ के अनुसार भिन्नताएँ थीं। उदहारण के तोर पर सेलखड़ी जो एक मुलायम पत्थर है, पर आसानी से कार्य हों जाता था।

दूसरा चरण: (मनके को रंग देना): इसमें पीले रंग के कच्चे माल तथा उत्पादन के विभिन्न चरणों में मनकों को आग में पकाकर प्राप्त किया जाता था। 

तीसरा चरण: पत्थरों के पिंडों को पहले अपरिष्कृत आकारों में तोड़ा जाता था और फिर बारीकी से शल्क निकाल कर इन्हें अंतिम रूप दिया जाता था।

चौथा (अंतिम चरण): प्रक्रिया के अंतिम चरण में घिसाई, पॉलिश और इनमें छेद करना शामिल थे। चंहुदड़ो , लोथल और हाल ही में धौलावीरा से छेद करने के विशेष उपकरण मिले हैं।

Greetings from the other side, sorry for this late message I was a little busy in my works so I was not able to wish you on your birthday. I'm truly sorry for that but don't be sad, because it's better to be late than never! HAPPY BIRTHDAY TO YOU My Friend, I'm glad you make me a part of your precious life.. Warm blessings to you and hope you will have a great life ahead.

Hey there,

Greetings from the other side, sorry for this late message I was a little busy in my works so I was not able to wish you on your birthday. I'm truly sorry for that but don't be sad, because it's better to be late than never! HAPPY BIRTHDAY TO YOU My Friend, I'm glad you make me a part of your precious life.. Warm blessings to you and hope you will have a great life ahead.

16

No, Answer is 15

Solution:- Total Pencil is = 20 Pencil are shared in box = 1/5 Pencil are unsharped in box are = Sharped Pencil in box × Total Pencil in box = 1/5 × 20 5 divides the 20 in 4 So, the answer is 4

The post master happines looks like that of

10

There are six angels is hectagon

Our national festival is republic day

Republic Day, Independence Day and Gandhi Jayanti

Republic Day, Independence Day, and Gandhi Jayanti.

National Festivals are the pride of every country.
India commemorates three National Festivals- The Republic Day, Independence Day, and Gandhi Jayanti.
On the occasion of National Festivals in India, the Government declares that Day as a National Holiday throughout the country.

15

chapter is total 15

15

19

Unconfirmed,flaccid

The business class in India initially supported the Civil Disobedience Movement. This was because the industrialists and merchants in India had become rich during the First World War. They were keen on expanding their businesses and wanted protection against foreign industries. Many eminent industrialists such as Purshottamdas Thakurdas and G. D. Birla criticised the colonial government for its control over the Indian economy which prevented their growth. They provided financial assistance during the movement, and refused to buy and sell imported goods. Many industrialists began to see swaraj as a time when colonial restrictions on business will end. However, towards the end, they became apprehensive of the growing influence of socialism among the younger members of the Congress. 

कवि ने बादल को अनंत घन इसलिए कहा है ,क्योंकि बादलों का कभी अंत नहीं होता है। वे निरंतर बनते रहते हैं। 

Indian lecture on the triplet Boots size I have been Howe

The Student who go to school through jungle, uses bullock carts.

What

A set is a well-defined collection of objects, whose elements are fixed and cannot vary. It means set doesn’t change from person to person. Like for example, the set of natural numbers up to 7 will remain the same as {1,2,3,4,5,6,7}. Still, if we say the set of best players in a football team, then the name of footballers could vary every time we ask about the best players, as each person has its own choice to consider the best player. Similarly, if we speak about the set of rivers in India, the elements of the set will remain the same. So, this is a real-life example of a set. In mathematics, we represent the sets in curly brackets { }.

Gbh

Relation between linear velocity and angular velocity

Let us consider the randomly shaped body undergoing a rotational motion as shown in the figure below. The linear velocity of the particle is related to the angular velocity. While considering the rotational motion of a rigid body on a fixed axis, the extended body is considered as a system of particles moving in a circle lying on a plane that is perpendicular to the axis, such as the center of rotation lies on the axis.

In this figure, the particle P has been shown to rotate over a fixed axis passing through O. Here, the particle represents a circle on the axis. The radius of the circle is the perpendicular distance between point P and the axis. The angle indicates the angular displacement Δθ of the given particle at time Δt. The average angular velocity in the time Δt is Δθ/Δt. Since Δt tends to zero, the ratio Δθ/Δt reaches a limit which is known as the instantaneous angular velocity dθ/dt. The instantaneous angular velocity is denoted by ω.

From the knowledge of circular motion, we can say that the magnitude of the linear velocity of a particle traveling in a circle relates to the angular velocity of the particle ω by the relation υ/ω= r, where r denotes the radius. At any instant, the relation v/ r = ω applies to every particle that has a rigid body.

If the perpendicular distance of a particle from a fixed axis is r_i, the linear velocity at a given instant v is given by the relation,

V_i = ωr_i

Similarly, we can write the expression for the linear velocity for n different particles comprising the system. From the expression, we can say that for particles lying on the axis, the tangential velocity is zero as the radius is zero. Also, the angular velocity ω is a vector quantity which is constant for all the particles comprising the motion.

I. Roadways :

India has one of the largest road networks in the world. Its importance can be viewed.

(i) Construction cost of roads is much lower than that of railway lines
(ii) Roads can traverse comparatively more dissected and undulating topography.
(iii) Roads can negotiate higher gradients of slopes and as such can traverse mountains such as the Himalayas.
(iv) It is economical in transportation of few persons and relatively smaller amount of goods over short distances.
(v) It provides door to door services.
(vi) It is used as feeder to other modes of transport such as they provide a link between railway stations, air and sea ports.

Golden Quadrilateral Super Highways :

• The Govt. has launched a major road development project linking Delhi-Kolkata-Chennai-Mumbai and Delhi by six-lane super highways.
• The North-South corridors linking Srinagar [Jammu & Kashmir] &Kanyakumari [T.N.] & East-West Corridor Connecting silcher (Assam) &Porbander (Gujarat).
• The major objective of these super highways is to reduce time and distance.

These highway projects are being implemented by the National Highway Authority of India (NHAI).

• National Highways: National Highways link extreme parts of the country and are laid and maintained by the Central Public Works Department (CPWD).
• State Highways: State Highways link a state capital with different district headquarters and are constructed and maintained by the State Public Works Department (PWD) in State and Union Territories.
• District Roads: These roads connect the district headquarters with other places of the district and  are maintained by the Zila Parishad.
• Other Roads:Rural roads, which link rural areas and villages with towns. These   roads received special impetus under the Pradhan Mantri Grameen Sadak Yojana.
• Border Roads :Border Roads Organisation a Government of India undertaking constructs and   maintains roads in the bordering areas of the country.

For more click on the given link:

<a data-ved="2ahUKEwiB85Xbs9LtAhWq7XMBHX5ECcoQFjAAegQIBRAC" href="https://mycbseguide.com/blog/geography-life-lines-national-economy-class-10-notes-social-science/" ping="/url?sa=t&source=web&rct=j&url=https://mycbseguide.com/blog/geography-life-lines-national-economy-class-10-notes-social-science/&ved=2ahUKEwiB85Xbs9LtAhWq7XMBHX5ECcoQFjAAegQIBRAC" rel="noopener" target="_blank">Geography-Life Lines of National Economy class 10 Notes ...</a>

Importance of Manufacturing : A. Manufacturing sector is considered the backbone of development in general and economic development because- Manufacturing industries help in modernizing agriculture.They reduce the heavy dependence of people on agricultural income by providing them jobs in secondary and tertiary sectors.Helps in eradication of unemployment and poverty.Helps in bringing down regional disparities by establishing industries in tribal and backward areas.Exports of manufactured goods expand trade and commerce and bring much-needed foreign exchange.India should convert its raw materials into a wide variety of furnished goods in order to prosper. B. Agriculture and Industry go hand-in-hand. For example, in agro-industries, agriculture helps industries by providing raw materials and industries provide products such as irrigation pumps, fertilizers, pesticides, etc. C. We can compete with international markets, if our manufactured products are at par in quality with international products. this will help u?

I. Importance of Manufacturing :

A. Manufacturing sector is considered the backbone of development in general and economic development because-

• Manufacturing industries help in modernizing agriculture.
• They reduce the heavy dependence of people on agricultural income by providing them jobs in secondary and tertiary sectors.
• Helps in eradication of unemployment and poverty.
• Helps in bringing down regional disparities by establishing industries in tribal and backward areas.
• Exports of manufactured goods expand trade and commerce and bring much-needed foreign exchange.
• India should convert its raw materials into a wide variety of furnished goods in order to prosper.

B. Agriculture and Industry go hand-in-hand. For example, in agro-industries, agriculture helps industries by providing raw materials and industries provide products such as irrigation pumps, fertilizers, pesticides, etc.

C. We can compete with international markets, if our manufactured products are at par in quality with international products.

 

For more click on the given link:

<a data-ved="2ahUKEwi_ud2btNLtAhVMFLcAHc0eC0QQFjAAegQIBBAC" href="https://mycbseguide.com/blog/geography-manufacturing-industries-class-10-notes-social-science/" ping="/url?sa=t&source=web&rct=j&url=https://mycbseguide.com/blog/geography-manufacturing-industries-class-10-notes-social-science/&ved=2ahUKEwi_ud2btNLtAhVMFLcAHc0eC0QQFjAAegQIBBAC" rel="noopener" target="_blank">Geography-Manufacturing Industries class 10 Notes Social ...</a>

भारतीय सन्दर्भ में सत्ता की साझेदारी में युक्तिपरक कारण समझदारी या तर्क के सिद्धांत पर कार्य करता है जबकि नैतिक तत्व सत्ता के बँटवारे के महत्व को बतलाता है। युक्तिपरक कारण शक्ति विभाजन के लाभों पर बल देती है और नैतिक कारण वास्तविक शक्ति विभाजन की योग्यता पर बल देते हैं।
युक्तिपरक कारण- भारत एक लोकतांत्रिक देश है। ऐसे में सत्ता का बँटवारा सामाजिक समूहों के बीच टकराव को कम करता है। भारत में अनेक सामाजिक समूह भाषा, क्षेत्र, लिंग, धर्म, सामाजिक स्तर बांटे जा सकते है। अतः सामाजिक और राजनीतिक संघर्ष को रोकने के लिए सामाजिक समूहों के बीच सत्ता की भागीदारी लाभकारी है। इसे सत्ता की भागीदारी का बौद्धिक दृष्टिकोण का कहा जा सकता है। उदाहरण के लिए यदि संविधान निर्माण के समय तीन भाषाई फार्मूला विद्यार्थियों पर लागू न कर सभी पर हिंदी भाषा को जबरदस्ती थोप दिया जाता, तो भारत के अनेक भागो में हिंसात्मक आंदोलन चलते रहते परन्तु वर्तमान में भारत के सभी लोग स्वेच्छा से हिंदी, अंग्रेजी, क्षेत्रीय भाषा के साथ-साथ यूरोपीय भाषा भी सीख रहे है।

नैतिक कारण- लोकतंत्र में वह सरकार वैधानिक होती है जिसमे सभी लोग व्यवस्था से जुड़े होते है। सरकार लोकतंत्र को उदारवादी बनाने के लिए विभिन्न स्तरों पर प्रयत्न करती है। कानून इस तरह बनाए जाते है जिससे की किसी की भी धार्मिक आस्था और विश्वासों को ठेस न पहुँचे। प्राचीन वर्गों को राजनितिक प्रक्रियाओं में हिस्सा लेने का पूरा मौका दिया जाना चाहिए। जिन्हें अभी तक राजनीतिक अधिकारों से वंचित रखा जाता रहा है। सत्ता की भागीदारी का यह दृष्टिकोण नैतिक दृष्टिकोण कहलाता है।

Parties play a decisive role in making laws for a country in the following manner
(i) The ruling party supports the bills and policy matter of the government whereas opposition party try to find the negative points. So public can know positive and negative points of the bill.
(ii) Laws are debated and passed in the Parliament which consist of members of different political parties.

If a party wins election and forms government, it makes laws for country. If a country loses, then as a opposition, it criticizes the wrong laws made by government .

The mailto function has two types such as internal linking and external linking.

t should write an HTML code to show the use of mailto function and imagine that it specify with image purpose.

It is suitable for operating with computer and not be displayed suppose to link a section of HTML 1 to HTML 2.

The mailto function has two types such as internal linking and external linking.

It should write an HTML code to show the use of mailto function and imagine that it specify with image purpose.

It is suitable for operating with computer and not be displayed suppose to link a section of HTML 1 to HTML 2.

T

January February March April May June July August September October November December Monday Tuesday Wednesday Thursday Friday Saturday Sunday

Ammm pata nahi

This relation will be equilence

This relation will be a equivalence relation