GEOGRAPHY PAPER

Similar documents
Kenya Certificate of Secondary Education (K.C.S.E.)

MATHEMATICS PAPER 121/2 K.C.S.E QUESTIONS SECTION 1 ( 52 MARKS) 3. Simplify as far as possible, leaving your answer in the form of surd

MATHEMATICS PAPER 121/1 K.C.S.E 1998 QUESTIONS SECTION 1 ( 52 Marks)

Computer Propagation Analysis Tools

CS 188: Artificial Intelligence Fall Probabilistic Models

An Open cycle and Closed cycle Gas Turbine Engines. Methods to improve the performance of simple gas turbine plants

Lecture 17: Kinetics of Phase Growth in a Two-component System:

PHYS PRACTICE EXAM 2

Representing Knowledge. CS 188: Artificial Intelligence Fall Properties of BNs. Independence? Reachability (the Bayes Ball) Example

Potential Energy and Conservation of Energy

15 B1 1. Figure 1. At what speed would the car have to travel for resonant oscillations to occur? Comment on your answer.

Fundamental Vehicle Loads & Their Estimation

Orthotropic Materials

Two-dimensional Effects on the CSR Interaction Forces for an Energy-Chirped Bunch. Rui Li, J. Bisognano, R. Legg, and R. Bosch

QUESTION 1 [25 points]

Lecture 18: Kinetics of Phase Growth in a Two-component System: general kinetics analysis based on the dilute-solution approximation

A Tutorial on Multiple Integrals (for Natural Sciences / Computer Sciences Tripos Part IA Maths)

, on the power of the transmitter P t fed to it, and on the distance R between the antenna and the observation point as. r r t

MATHEMATICAL FOUNDATIONS FOR APPROXIMATING PARTICLE BEHAVIOUR AT RADIUS OF THE PLANCK LENGTH

GCSE MATHEMATICS FORMULAE SHEET HIGHER TIER

Current Balance Warm Up

Lecture 22 Electromagnetic Waves

MAP4C1 Exam Review. 4. Juno makes and sells CDs for her band. The cost, C dollars, to produce n CDs is given by. Determine the cost of making 150 CDs.

2-d Motion: Constant Acceleration

Exponential and Logarithmic Equations and Properties of Logarithms. Properties. Properties. log. Exponential. Logarithmic.

(c) (i) Explain three factors which have influenced the distribution of settlements in the area covered


MECHANICS OF MATERIALS Poisson s Ratio

156 There are 9 books stacked on a shelf. The thickness of each book is either 1 inch or 2

University of Illinois at Chicago Department of Physics. Electricity & Magnetism Qualifying Examination

Non-sinusoidal Signal Generators

Cartesian Coordinate System and Vectors

Sections 3.1 and 3.4 Exponential Functions (Growth and Decay)

An Automatic Door Sensor Using Image Processing

PHYS 1410, 11 Nov 2015, 12:30pm.

Practice Problems Test 3

Unit 6 Practice Test. Which vector diagram correctly shows the change in velocity Δv of the mass during this time? (1) (1) A. Energy KE.

KINEMATICS OF RIGID BODIES

PHYS 2135 Exam I February 13, 2018

Prerna Tower, Road No 2, Contractors Area, Bistupur, Jamshedpur , Tel (0657) , PART A PHYSICS

KENYA NATIONAL EXAMINATION COUNCIL REVISION MOCK EXAMS 2016 TOP NATIONAL SCHOOLS

Design Guideline for Buried Hume Pipe Subject to Coupling Forces

Unit 6 Practice Test. Which vector diagram correctly shows the change in velocity Δv of the mass during this time? (1) (1) A. Energy KE.

MATHEMATICS GRADE 12 SESSION 38 (LEARNER NOTES)

Conventional Paper-I (a) Explain the concept of gradient. Determine the gradient of the given field: ( )

P h y s i c s F a c t s h e e t

Radian Measure CHAPTER 5 MODELLING PERIODIC FUNCTIONS

STUDY OF THE STRESS-STRENGTH RELIABILITY AMONG THE PARAMETERS OF GENERALIZED INVERSE WEIBULL DISTRIBUTION

Pressure Vessels Thin and Thick-Walled Stress Analysis

Probabilistic Models. CS 188: Artificial Intelligence Fall Independence. Example: Independence. Example: Independence? Conditional Independence

ELECTROSTATICS::BHSEC MCQ 1. A. B. C. D.

Physics 2020, Spring 2005 Lab 5 page 1 of 8. Lab 5. Magnetism

F g. = G mm. m 1. = 7.0 kg m 2. = 5.5 kg r = 0.60 m G = N m 2 kg 2 = = N

Practice. Understanding Concepts. Answers J 2. (a) J (b) 2% m/s. Gravitation and Celestial Mechanics 287

Chapter 5 Force and Motion


r P + '% 2 r v(r) End pressures P 1 (high) and P 2 (low) P 1 , which must be independent of z, so # dz dz = P 2 " P 1 = " #P L L,

At the end of this lesson, the students should be able to understand

Impulse and Momentum

3.6 Applied Optimization

8.5 Circles and Lengths of Segments

Reinforcement learning

ENGI 4430 Advanced Calculus for Engineering Faculty of Engineering and Applied Science Problem Set 9 Solutions [Theorems of Gauss and Stokes]

Phys 1215, First Test. September 20, minutes Name:

PHYS 1444 Section 501 Lecture #7

Physics 181. Assignment 4

Physics 20 Lesson 5 Graphical Analysis Acceleration

Today - Lecture 13. Today s lecture continue with rotations, torque, Note that chapters 11, 12, 13 all involve rotations

Comparing Different Estimators for Parameters of Kumaraswamy Distribution

General Non-Arbitrage Model. I. Partial Differential Equation for Pricing A. Traded Underlying Security

SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.

Partial Fraction Expansion

TOTAL. Math 21A. Fall Dec FINAL EXAM. NAME(print in CAPITAL letters, first name fiit): NAME (sign)

3.3 Centripetal Force

The Production of Well-Being: Conventional Goods, Relational Goods and Status Goods

Motion in Two Dimensions

The k-filtering Applied to Wave Electric and Magnetic Field Measurements from Cluster

Physics 111 Lecture 5 Circular Motion

JURONG JUNIOR COLLEGE Physics Department Tutorial: Electric Fields (solutions)

Area of Circles. Fold a paper plate in half four times to. divide it into 16 equal-sized sections. Label the radius r as shown.

Lecture 5. Chapter 3. Electromagnetic Theory, Photons, and Light

Construction Figure 10.1: Jaw clutches

SAMPLE PAPER I. Time Allowed : 3 hours Maximum Marks : 70

Combinatorial Approach to M/M/1 Queues. Using Hypergeometric Functions

ENGR 1990 Engineering Mathematics Application of Trigonometric Functions in Mechanical Engineering: Part II

Lecture 26: Leapers and Creepers

3.8.1 Electric Potential Due to a System of Two Charges. Figure Electric dipole

SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.

Theoretical background and the flow fields in downhole liquid-liquid hydrocyclone (LLHC)

When two numbers are written as the product of their prime factors, they are in factored form.

Between any two masses, there exists a mutual attractive force.

Introduction to Congestion Games

ECSE Partial fraction expansion (m<n) 3 types of poles Simple Real poles Real Equal poles

PY208 Matter & Interactions Final Exam S2005

Overview. Overview Page 1 of 8

Chapter 5 Force and Motion

Physics 101 Lecture 6 Circular Motion

Gauss s Law Simulation Activities

u(t) Figure 1. Open loop control system

to point uphill and to be equal to its maximum value, in which case f s, max = μsfn

Transcription:

CTION A f GEOGRAPHY PAPER 1 2011 Answe ALL he queions in his cion. F The diagam below shows he angles of he sun's ays a diffen laiudes when he sun is a he equao. U i o answe queions and. Name he s of he eah's suface maked J and K. Give wo asons why he ineny of he insolaion is highe a M han a N. Wha is weaheing? Give h faco ha influence he ae of weaheing. The diagam below shows a cpoe volcano. 107

f Name he feaus maked P, Q and R. How is a aic cone fed? F Eah s suface Wha is land bze? Give wo ways in which a bzes influence he adjacen land. The diagam below shows ways hough which wind anspos is load. Name he h ways labelled E, F and G. 108

f Name h feaus poduced by wind abaon in aid aas. F 109

CTION B f Answe queion 6 and any wo ohe queions f his cion, Sudy he map of Nkubu (1:50,000) sh 122/1 poded and answe he Give wo mehods ud o pn lief on he map. F following queions. Give he laiudinal and longiudinal poion of he Noh Ea cone of he map exac (iii)wha is he lief feau found,a he op of Kiui Hill wihin M. Kenya fo. (1 mak) (iv) A f adminiaion, give h ohe ces ha a poded a Nkubu Dional Headquae. Wha is he lengh in kilee of he all-weahe bound suface oad f he bidge a Nkubu wae woks (509935) o he oad juncion nea Giimbi (509995)? Sae h poblems ha may be encouned duing conucion of oads in he aa coved by he map.. (c) Ciing edence f he map, give h asons why cale aing is widespad in Nkubu aa. (6 (d) Descibe he dainage of he aa coved by he map. (6 7. Sae h condiions ha a necessay fo ing a weahe aion. 110

f (4 Give fou asons why weahe focaing is impoan. F The able below shows he emau and ainfall figus fo a weahe aion in Kenya. U i o answe queion and (c). nh J F M A M J J A S O N D Mean 16.2 16.5 17.1 17.1 16.1 15.2 15.2 15.0 16.0 16.1 16.1 16.3 monhly emau Rainfall 2 125 100 104 175 232 323 218 196. 231 196 152 127 71 in C mm Souce: Kenya Meeoological Demen Calculae: The mean annual emau fo he aion. The annual ange of emau fo he aion. (c) On he gaph poded, daw a ba gaph o pn he ainfall figus fo he aion. U a veical scale of 1cm o pn 20mm. (5 (d) Descibe he chaaceiics of he climae exienced a he weahe aion. Suppo you ed a weahe aion fo a field udy on weahe; 111

Give h mehods you would u o collec daa. f The map below shows he locaion of mounain anges. F 8. Sae h advanages of udying weahe hough fieldwok. Name he anges maked P, Q, R and S. (4 A f fold mounains, name h ohe feaus suling f folding. Wih he aid of labelled diagams, descibe how fold mounains a fed. (10 112

(8 wha a ides? f 9. (c) Explain he gnificance of fold mounains o human aciies. Give h caus of ocean cuns. (iii) Name he h ocean cuns along he wn coa of F Afica. Sae h chaaceiics of submeged lowland coas. Explain h faco ha deemine he ae of coaal eoon. (6 (c) Wih he aid of labelled diagams, descibe he pocess hough which a ack is fed. (8 10 Wha is a lake? ( 2 Name wo cae lakes in Kenya. Descibe how he following lakes a fed. 113

f oas (4 (4 coie lake lagoon. (4 (iii) Give h asons why lakes in Kenya have saline (c) F Explain how each of he following has affeced lakes in Kenya: defoaion wae. induialisaion wae nds. 114