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C. Choose a quantity to be represented by a variable, then write a mathematical expression for each.


1. The product of three consecutive integers


2.. Jose's age in 10 years


3. The distance traveled by a man driving at the rate of 45 kph


4. The total amount in pesos of 30 coins consisting of 5-peso coins and 10-peso coins


5. The sum of three consecutive odd integers


6. The fraction of work done by a man who can finish a job in three days


7. The total interest after one year if a fraction of P500 000 is invested at 5% annual interest rate and the remaining part is invested at 7.5% annual interest rate


8. A three-digit number whose hundreds digit is twice its tens digit and the tens digit is 3 more than the units digit


9. The percentage of alcohol in a mixture formed by combining 1.5 liter of pure water and x liters of 30% alcohol solution.


10. The total distance traveled by a boat 1 hour and 20 minutes upstream and 40 minutes downstream if the rate of the current is 3 kph.



1.) A motor has 5 speeds varying from 29 rpm to 464 rpm in a Geometric Progression.

(a)Calculate the common ratio

(b)Make a table of the speeds.


2.)

a.)Solve by calculating a value for the following Maclaurinseries when

π‘₯=3to 3 decimal places.


𝒇(𝒙)=𝒙/𝒆


b.)Solve using power series prove:

𝒅/𝒅𝒙(𝒆^𝒙)=𝒆^x





You have carried out an experiment to investigate the effect of the

length of a pendulum on the time-period of oscillation. Theory says

that the pendulum should follow the rule


𝑻=πŸπ…βˆšπ‘³/π’ˆ


Where T is the time-period

L is the length of the pendulum

G is the acceleration due to gravity


Accurately solve using routine/non-routine operations and evaluate using non-routine sequence and series operations, the approximate percentage error in the time-period calculation if your measurement of length is 3% high and G is measured 2% too smal



MID_TERM ASSIGNMENT 1. Evaluate the integral ∫ (𝒛̅) πŸπ’…π’› 𝟐+π’Š 𝟎 a) Along the line π’š = 𝒙 𝟐 b) Along the real axis from 0 to 2 and then vertically 0 to 2+i 2. Use Cauchy’s Integral Formula to evaluate ∫ 𝒛𝒅𝒛 π‘ͺ π’πŸβˆ’πŸ‘π’›+𝟐 , where C is the circle |𝒛 βˆ’ 𝟐| = 𝟏 𝟐 3. Evaluate ∬ βˆšπ’š 𝟐 + 𝒛 𝟐 𝑹 π’…π’šπ’…π’›; over the region R in the y-z planr bounded by π’š 𝟐 + 𝒛 𝟐 = πŸ’ 4. Evaluate∭ (πŸπ’™ + π’š)𝒅𝒗 𝑽 ; where V is closed by the cylinder 𝒛 = πŸ’ βˆ’ 𝒙 𝟐 ;and the planes x=0;y=0;y=2 and z=0


MID_TERM ASSIGNMENT

1. Evaluate the integral ∫ (𝒛̅) πŸπ’…π’› 𝟐+π’Š 𝟎 a) Along the line π’š = 𝒙 𝟐 b) Along the real axis from 0 to 2 and then vertically 0 to 2+i

2. Use Cauchy’s Integral Formula to evaluate ∫ 𝒛𝒅𝒛 π‘ͺ π’πŸβˆ’πŸ‘π’›+𝟐 , where C is the circle |𝒛 βˆ’ 𝟐| = 𝟏 𝟐

3. Evaluate ∬ βˆšπ’š 𝟐 + 𝒛 𝟐 𝑹 π’…π’šπ’…π’›; over the region R in the y-z planr bounded by π’š 𝟐 + 𝒛 𝟐 = πŸ’

4. Evaluate∭ (πŸπ’™ + π’š)𝒅𝒗 𝑽 ; where V is closed by the cylinder 𝒛 = πŸ’ βˆ’ 𝒙 𝟐 ;and the planes x=0;y=0;y=2 and z=0


Determine the set of interior points, exterior points,

accumulation points, isolated points, and boundary

points of the set E = {x : x

2 β‰₯ 2}.


Determine the set of interior points, exterior points,

accumulation points, isolated points, and boundary

points of the set E = {x : x

2 β‰₯ 2}.


Find the angle nearest to the whole number between the surfaces x2+y2+z2=9 and z=x2+y2-3 at the point (2, -1, 2).



Select one:



A 560




B 550




C 54o




D 53o

What does doing mathematics mean?


1.Β 

Provide teachers with the process of unpacking the problem to be solved.


2.

Doing the operations (+, -, x, Γ·) with whole numbers, patterns and functions correctly.


3.

Requires learners to guide the teacher and ask thought provoking questions.



Identify the simplest rational function (in non-factored simplified form) which simplifies to 3 whose graph is a horizontal line except for two holes at Y=-5 and y = 7


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