Friday 16 February 2018

Golgi Apparatus Function

Golgi Apparatus Function

Golgi Apparatus Function

Camillo Golgi (1898) first observed densely stained reticular structures near the nucleus. These were later named Golgi bodies after him. They consist of many flat, disc-shaped sacs or cisternae of 0.5µm to 1.0µm diameter (Figure 8.6). These are stacked parallel to each other. Varied number of cisternae are present in a Golgi complex. The Golgi cisternae are concentrically arranged near the nucleus with distinct convex cis or the forming face and concave trans or the maturing face.

Larson Algebra 2 Answers  ISBN 9780618595419

Larson Algebra 2 (9780618595419) Homework Help and Answers
Chapter 1 Equations and Inequalities Ch 1.1 Ch 1.2 Ch 1.3 Ch 1.4 Ch 1.5 Ch 1.6 Ch 1.7
Chapter 2 Linear Equations and Functions Ch 2.1 Ch 2.2 Ch 2.3 Ch 2.4 Ch 2.5 Ch 2.6 Ch 2.7 Ch 2.8
Chapter 3 Systems of Linear Equations and Inequalities Ch 3.1 Ch 3.2 Ch 3.3 Ch 3.4 Ch 3.5 Ch 3.6 Ch 3.7 Ch 3.8
Chapter 4 Matrices and Determinants Ch 4.1 Ch 4.2 Ch 4.3 Ch 4.4 Ch 4.5 Ch 4.6 Ch 4.7 Ch 4.8 Ch 4.9 Ch 4.10
Chapter 5 Quadratic Functions Ch 5.1 Ch 5.2 Ch 5.3 Ch 5.4 Ch 5.5 Ch 5.6 Ch 5.7 Ch 5.8 Ch 5.9
Chapter 6 Polynomials and Polynomial Functions Ch 6.1 Ch 6.2 Ch 6.3 Ch 6.4 Ch 6.5 Ch 6.6
Chapter 7 Powers, Roots, and Radicals Ch 7.1 Ch 7.2 Ch 7.3 Ch 7.4 Ch 7.5 Ch 7.6 Ch 7.7
Chapter 8 Exponential and Logarithmic Functions Ch 8.1 Ch 8.2 Ch 8.3 Ch 8.4 Ch 8.5 Ch 8.6
Chapter 9 Rational Equations and Functions Ch 9.1 Ch 9.2 Ch 9.3 Ch 9.4 Ch 9.5 Ch 9.6 Ch 9.7
Chapter 10 Quadratic Relations and Conic Sections Ch 10.1 Ch 10.2 Ch 10.3 Ch 10.4 Ch 10.5 Ch 10.6
Chapter 11 Sequences and Series Ch 11.1 Ch 11.2 Ch 11.3 Ch 11.4 Ch 11.5
Chapter 12 Probability and Statistics Ch 12.1 Ch 12.2 Ch 12.3 Ch 12.4 Ch 12.5
Chapter 13 Trigonometric Ratios and Functions Ch 13.1 Ch 13.2 Ch 13.3 Ch 13.4 Ch 13.5 Ch 13.6
Chapter 14 Trigonometric Graphs, Identities, and Equations Ch 14.1 Ch 14.2 Ch 14.3 Ch 14.4 Ch 14.5 Ch 14.6 Ch 14.7

Latent Heat

Latent Heat


The heat required during a change of state depends upon the heat of transformation and the mass of the substance undergoing a change of state. Thus, if mass m of a substance undergoes a change from one state to the other, then the quantity of heat required is given by
Q = m L


or L = Q/m




Glencoe Algebra 1 Answers

Chapter 1 The Language Of Algebra Ch 1 Ch 1.1 Ch 1.2 Ch 1.3 Ch 1.4 Ch 1.5 Ch 1.6 Ch 1.7 Ch 1.8 Ch 1.9
Chapter 2 Real Numbers Ch 2 Ch 2.1 Ch 2.2 Ch 2.3 Ch 2.4 Ch 2.5 Ch 2.6 Ch 2.7
Chapter 3 Solving Linear Equations Ch 3 Ch 3.1 Ch 3.2 Ch 3.3 Ch 3.4 Ch 3.5 Ch 3.6 Ch 3.7 Ch 3.8 Ch 3.9
Chapter 4 Graphing Relations And Functions Ch 4 Ch 4.1 Ch 4.2 Ch 4.3 Ch 4.4 Ch 4.5 Ch 4.6 Ch 4.7 Ch 4.8
Chapter 5 Analyzing Linear Equations Ch 5 Ch 5.1 Ch 5.2 Ch 5.3 Ch 5.4 Ch 5.5 Ch 5.6 Ch 5.7
Chapter 6 Solving Linear Inequalities Ch 6 Ch 6.1 Ch 6.2 Ch 6.3 Ch 6.4 Ch 6.5 Ch 6.6
Chapter 7 Solving Systems Of Linear Equations And Inequalities Ch 7 Ch 7.1 Ch 7.2 Ch 7.3 Ch 7.4 Ch 7.5
Chapter 9 Factoring Ch 9 Ch 9.1 Ch 9.2 Ch 9.3 Ch 9.4 Ch 9.5 Ch 9.6
Chapter 10 Quadratic And Exponential Functions Ch 10 Ch 10.1 Ch 10.2 Ch 10.3 Ch 10.4 Ch 10.5 Ch 10.6 Ch 10.7
Chapter 11 Radical Expressions And Triangles Ch 11 Ch 11.1 Ch 11.2 Ch 11.3 Ch 11.4 Ch 11.5 Ch 11.6 Ch 11.7
Chapter 12 Rational Expressions And Equations Ch 12 Ch 12.1 Ch 12.2 Ch 12.3 Ch 12.4 Ch 12.5 Ch 12.6 Ch 12.7 Ch 12.8 Ch 12.9
Chapter 13 Statistics Ch 13 Ch 13.1 Ch 13.2 Ch 13.3 Ch 13.4 Ch 13.5
Chapter 14 Probability Ch 14 Ch 14.1 Ch 14.2 Ch 14.3 Ch 14.4 Ch 14.5


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Thursday 15 February 2018

Neutralization Reaction

Neutralization Reaction

Take about 2 ml of dilute NaOH solution in a test tube and add one
drop of phenolphthalein indicator. Observe the colour of the solution.
Add dilute HC/ solution to the above solution drop by drop. Is
there any change of colour of the solution?
• Why did the colour of the solution change after adding the HCl
solution?
Now add one or two drops of NaOH to the above mixture. 

Stewart Calculus 7e Solutions - ISBN 9780538497817

Stewart Calculus 7e Solutions - ISBN 9780538497817 Homework Help and Answers
Features: 
  • Detailed Step by Step Explanations for each exercise.
  • Complete answers for Stewart Calculus 7e textbook.
  1. Functions and Limits Ex 1.1 Ex 1.2 Ex 1.3 Ex 1.4 Ex 1.5 Ex 1.6 Ex 1.7 Ex 1.8
  2. Derivatives Ex 2.1 Ex 2.2 Ex 2.3 Ex 2.4 Ex 2.5 Ex 2.6 Ex 2.7 Ex 2.8  Ex 2.9
  3. Applications of Differentiation Ex 3.1 Ex 3.2 Ex 3.3 Ex 3.4  Ex 3.5 Ex 3.6
  4. Integrals Ex 4.R Ex 4.1 Ex 4.2 Ex 4.3 Ex 4.4 Ex 4.5
  5. Applications of Integration Ex 5.R Ex 5.1 Ex 5.2 Ex 5.3 Ex 5.4 Ex 5.5
  6. Inverse Functions Ex 6.R Ex 6.1 Ex 6.2 Ex 6.3 Ex 6.4 Ex 6.5 Ex 6.6 Ex 6.7 Ex 6.8
  7. Techniques of Integration Ex 7.R Ex 7.1 Ex 7.2 Ex 7.3 Ex 7.4 Ex 7.5 Ex 7.6 Ex 7.7 Ex 7.8
  8. Further Applications of Integration Ex 8.R Ex 8.1 Ex 8.2 Ex 8.3 Ex 8.4 Ex 8.5
  9. Differential Equations Ex 9.R Ex 9.1 Ex 9.2 Ex 9.3 Ex 9.4 Ex 9.5 Ex 9.6
  10. Parametric Equations and Polar Coordinates Ex 10.R Ex 10.1 Ex 10.2 Ex 10.3 Ex 10.4 Ex 10.5 Ex 10.6
  11. Infinite Sequences and Series Ex 11.R Ex 11.1 Ex 11.2 Ex 11.3 Ex 11.4 Ex 11.5 Ex 11.6 Ex 11.7 Ex 11.8 Ex 11.9 Ex 11.10 Ex 11.11
  12. Vectors and the Geometry of Space Ex 12.R Ex 12.1 Ex 12.2 Ex 12.3 Ex 12.4 Ex 12.5 Ex 12.6
  13. Vector Functions Ex 13.R Ex 13.1 Ex 13.2 Ex 13.3 Ex 13.4
  14. Partial Derivatives Ex 14.R Ex 14.1 Ex 14.2 Ex 14.3 Ex 14.4 Ex 14.5 Ex 14.6 Ex 14.7 Ex 14.8
  15. Multiple Integrals Ex 15.1 Ex 15.2 Ex 15.3 Ex 15.4 Ex 15.5 Ex 15.6 Ex 15.7  Ex 15.8 Ex 15.9 Ex 15.10
  16. Vector Calculus Ex 16.1 Ex 16.2 Ex 16.3 Ex 16.4 Ex 16.5 Ex 16.6 Ex 16.7 Ex 16.8 Ex 16.9
  17. Second-Order Differential Equations Ex 17.1 Ex 17.2  Ex 17.3 Ex 17.4

Thursday 1 February 2018

Heterotrophs



Types Of Heterotrophic Nutrition

Heterotrophic Nutrition:
It is a mode of nutrition in which the organisms obtain readymade organic food from outside sources. The organisms that depend upon outside sources for obtaining organic nutritens are called heterotrophs. Heterotrophic nutrition is of three types - saprophytic, parasitic and holozoic.

HETEROTROPHS

HETEROTROPHS



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