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1. The force of repulsion between two particles is inversely proportional to the square of the distance between them. The formula is given to calculate force based on distance. When the distance is halved, the force doubles. 2. For cones of the same volume, height is inversely proportional to the square of the base radius. The heights and base radii of three cones are given. The heights of the other two cones must be calculated. 3. Several problems are given involving inverse proportions, including calculating unknown variables based on known values and inverse proportional relationships defined by equations.
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Organization functions as a Studio 1st. We are a Media Co, Private Sector, and Global Listed.
Imagine we are 2 different studios. One for Yoga, the Other for Music Beatz. We are also Vevo TV for Smart TV and Youtube, 2 platforms. The audience differs.
Our Biz income are Media monetization within The Entertainment genre. This includes the category of Yoga, Reiki, ASMR, and Music Beatz. Any other tips, donations, B2C sales/Student Tuition are extra. The Biz gifts are appreciated. (We have been given a few $K for random emergencies.)
Communicable Diseases and National Health Programs Unit 9 | B.Sc Nursing 5t...
Communicable Diseases and National Health Programs Unit 9 | B.Sc Nursing 5t...RAKESH SAJJAN
油
This PowerPoint presentation covers Unit 9 Communicable Diseases and National Health Programs, a core part of the 5th Semester B.Sc Nursing (Community Health Nursing I) syllabus, as outlined by the Indian Nursing Council (INC).
This unit enables nursing students to understand the epidemiology, prevention, control, and nursing management of common communicable diseases in India, while also offering a structured overview of the National Health Programs implemented to address them.
The content is critical for effective field practice, disease surveillance, early detection, referral, and health education, equipping students to participate in public health interventions and outbreak control at community and national levels.
Key Topics Covered in the PPT:
Definition and classification of communicable diseases
Modes of transmission and chain of infection
Common communicable diseases in India:
Malaria
Tuberculosis
Leprosy
Dengue
HIV/AIDS
Hepatitis
COVID-19 (if included in the current curriculum)
Diarrheal diseases
Acute Respiratory Infections (ARIs)
Epidemiological factors, causative agents, symptoms, and incubation periods
Prevention and control strategies: primary, secondary, and tertiary levels
Nursing responsibilities in patient care, contact tracing, community surveillance, and outbreak control
Health education and behavior change communication for community awareness
Vaccination schedules and cold chain maintenance
National Health Programs related to communicable diseases:
National Vector Borne Disease Control Program (NVBDCP)
Revised National Tuberculosis Control Program (RNTCP)
National Leprosy Eradication Program (NLEP)
National AIDS Control Program (NACP)
Universal Immunization Program (UIP)
IDSP Integrated Disease Surveillance Program
Overview of standard treatment protocols, referral mechanisms, and community nurses role in program implementation
This presentation is ideal for:
Nursing students preparing for university exams, class tests, and field projects
Tutors teaching infectious disease nursing and public health interventions
Nurses involved in immunization, outbreak investigation, and contact tracing
It provides a student-friendly breakdown of concepts, aligned with national priorities, including flowcharts, tables, case examples, and simplified text for field-level application.ECONOMICS, DISASTER MANAGEMENT, ROAD SAFETY - STUDY MATERIAL [10TH]
ECONOMICS, DISASTER MANAGEMENT, ROAD SAFETY - STUDY MATERIAL [10TH]SHERAZ AHMAD LONE
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This study material for Class 10th covers the core subjects of Economics, Disaster Management, and Road Safety Education, developed strictly in line with the JKBOSE textbook. It presents the content in a simplified, structured, and student-friendly format, ensuring clarity in concepts. The material includes reframed explanations, flowcharts, infographics, and key point summaries to support better understanding and retention. Designed for classroom teaching and exam preparation, it aims to enhance comprehension, critical thinking, and practical awareness among students.Paper 109 | Archetypal Journeys in Interstellar: Exploring Universal Themes...
Paper 109 | Archetypal Journeys in Interstellar: Exploring Universal Themes...Rajdeep Bavaliya
油
Get ready to embark on a cosmic quest as we unpack the archetypal power behind Christopher Nolans Interstellar. Discover how heros journey tropes, mythic symbols like wormholes and tesseracts, and themes of love, sacrifice, and environmental urgency shape this epic odyssey. Whether youre a film theory buff or a casual viewer, youll learn why Coopers journey resonates with timeless mythsand what it means for our own future. Smash that like button, and follow for more deep dives into cinemas greatest stories!
M.A. Sem - 2 | Presentation
Presentation Season - 2
Paper - 109: Literary Theory & Criticism and Indian Aesthetics
Submitted Date: April 5, 2025
Paper Name: Literary Theory & Criticism and Indian Aesthetics
Topic: Archetypal Journeys in Interstellar: Exploring Universal Themes in Nolans Cosmic Odyssey
[Please copy the link and paste it into any web browser to access the content.]
Video Link: https://youtu.be/vHLaLZPHumk
For a more in-depth discussion of this presentation, please visit the full blog post at the following link: https://rajdeepbavaliya2.blogspot.com/2025/04/archetypal-journeys-in-interstellar-exploring-universal-themes-in-nolan-s-cosmic-odyssey.html
Please visit this blog to explore additional presentations from this season:
Hashtags:
#ChristopherNolan #Interstellar #NolanFilms #HeroJourney #CosmicOdyssey #FilmTheory #ArchetypalCriticism #SciFiCinema #TimeDilation #EnvironmentalCinema #MythicStorytelling
Keyword Tags:
Interstellar analysis, Christopher Nolan archetypes, heros journey explained, wormhole symbolism, tesseract meaning, myth in sci-fi, cinematic archetypes, environmental themes film, love across time, Nolan film breakdownNon-Communicable Diseases and National Health Programs Unit 10 | B.Sc Nursi...
Non-Communicable Diseases and National Health Programs Unit 10 | B.Sc Nursi...RAKESH SAJJAN
油
This PowerPoint presentation is prepared for Unit 10 Non-Communicable Diseases and National Health Programs, as per the 5th Semester B.Sc Nursing syllabus outlined by the Indian Nursing Council (INC) under the subject Community Health Nursing I.
This unit focuses on equipping students with knowledge of the causes, prevention, and control of non-communicable diseases (NCDs), which are a major public health challenge in India. The presentation emphasizes the nurses role in early detection, screening, management, and referral services under national-level programs.
Key Topics Included:
Definition, burden, and impact of NCDs in India
Epidemiology, risk factors, signs/symptoms, prevention, and management of:
Diabetes Mellitus
Hypertension
Cardiovascular Diseases
Stroke & Obesity
Thyroid Disorders
Blindness
Deafness
Injuries and Accidents (incl. road traffic injuries and trauma guidelines)
NCD-2 Cancers:
Breast Cancer
Cervical Cancer
Oral Cancer
Risk factors, screening, diagnosis, early signs, referral & palliative care
Role of nurse in screening, referral, counseling, and continuum of care
National Programs:
National Program for Prevention and Control of Cancer, Diabetes, Cardiovascular Diseases and Stroke (NPCDCS)
National Program for Control of Blindness
National Program for Prevention and Control of Deafness
National Tobacco Control Program (NTCP)
Introduction to Universal Health Coverage and Ayushman Bharat
Use of standard treatment protocols and referral flowcharts
This presentation is ideal for:
Classroom lectures, field assignments, health education planning, and student projects
Preparing for university exams, class tests, and community field postingsPaper 108 | Thoreaus Influence on Gandhi: The Evolution of Civil Disobedience
Paper 108 | Thoreaus Influence on Gandhi: The Evolution of Civil DisobedienceRajdeep Bavaliya
油
Dive into the powerful journey from Thoreaus 19thcentury essay to Gandhis mass movement, and discover how one mans moral stand became the backbone of nonviolent resistance worldwide. Learn how conscience met strategy to spark revolutions, and why their legacy still inspires todays social justice warriors. Uncover the evolution of civil disobedience. Dont forget to like, share, and follow for more deep dives into the ideas that changed the world.
M.A. Sem - 2 | Presentation
Presentation Season - 2
Paper - 108: The American Literature
Submitted Date: April 2, 2025
Paper Name: The American Literature
Topic: Thoreaus Influence on Gandhi: The Evolution of Civil Disobedience
[Please copy the link and paste it into any web browser to access the content.]
Video Link: https://youtu.be/HXeq6utg7iQ
For a more in-depth discussion of this presentation, please visit the full blog post at the following link: https://rajdeepbavaliya2.blogspot.com/2025/04/thoreau-s-influence-on-gandhi-the-evolution-of-civil-disobedience.html
Please visit this blog to explore additional presentations from this season:
Hashtags:
#CivilDisobedience #ThoreauToGandhi #NonviolentResistance #Satyagraha #Transcendentalism #SocialJustice #HistoryUncovered #GandhiLegacy #ThoreauInfluence #PeacefulProtest
Keyword Tags:
civil disobedience, Thoreau, Gandhi, Satyagraha, nonviolent protest, transcendentalism, moral resistance, Gandhi Thoreau connection, social change, political philosophyOverview of Employee in Odoo 18 - Odoo 際際滷s
Overview of Employee in Odoo 18 - Odoo 際際滷sCeline George
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The employee module is a core component of the HR workspace that helps the business to get the employee activities and details. This would also allow you to get the employee details by acting as a centralized system and accessing, updating, and managing all the other employee data. Plate Tectonic Boundaries and Continental Drift Theory
Plate Tectonic Boundaries and Continental Drift TheoryMarie
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This 28 slide presentation covers the basics of plate tectonics and continental drift theory. It is an effective introduction into a full plate tectonics unit study, but does not cover faults, stress, seismic waves, or seafloor spreading.
To download PDF, visit The Homeschool Daily. We will be uploading more slideshows to follow this one. Blessings, Marie Ad
READ Workshop Appendix
- 1. 033 Chapter 1 Direct and Inverse Proportions 7. The force of repulsion, F newtons (N), between two particles is inversely proportional to the square of the distance, d m, between the particles. (i) Write down a formula connecting F and d. (ii) When the particles are a certain distance apart, the force of repulsion is 20 N. Find the force when the distance is halved. 8. For a fixed volume, the height, h cm, of a cone is inversely proportional to the square of the base radius, r cm. Cone A has a base radius of 6 cm and a height of 5 cm. The base radius of Cone B is 3 cm and the height of Cone C is 1.25 cm. If all the cones have the same volume, find (i) the height of Cone B, (ii) the base radius of Cone C. ADVANCED LEVEL 9. If y is inversely proportional to 2x + 1 and the difference in the values of y when x = 0.5 and x = 2 is 0.9, find the value of y when x = 0.25. 10. y is inversely proportional to x2 and y = b for a particular value of x. Find an expression in terms of b for y when this value of x is tripled. 11. The force of attraction between two magnets is inversely proportional to the square of the distance between them. When the magnets are r cm apart, the force of attraction between them is F newtons (N). If the distance between the magnets is increased by 400%, the force of attraction between them becomes cF N. Find the value of c. Exercise 1D BASIC LEVEL 1. If x is inversely proportional to y3 and x = 50 when y = 2, (i) find the value of x when y = 4, (ii) find an equation connecting x and y, (iii) calculate the value of y when x = 3.2. 2. If z is inversely proportional to w and z = 9 when w = 9, (i) find an equation connecting w and z, (ii) find the value of z when w = 16, (iii) calculate the value of w when z = 3. INTERMEDIATE LEVEL 3. For each of the following equations, state the two variables which are inversely proportional to each other and explain your answer. (a) y = x 3 2 (b) y = x 1 (c) y2 = x 5 3 (d) n = m 7 1 (e) q = ( )+p 4 1 2 4. If z is inversely proportional to x3 and z = 5 when x = 64, find the value of z when x = 216. 5. If q2 is inversely proportional to p + 3 and q = 5 when p = 2, find the values of q when p = 17. 6. Given that t is inversely proportional to s3 , copy and complete the table. s 1 2 4 t 80 0.08 0.01 h cm r cm