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Algebra
Sarge completed of his report in of an hour. At this rate, how much of the report will Sarge complete in 1 hour?
Algebra
An Oil and Gas Company offers a position to Amirul with the starting salary of RM54,000 per year and annual increment of 15%.
(a) Find his salary of fifth years.
(b) Show that his total salary from the first year to the nth years is
RM360,000 (1.15^n - 1)
(c) Find the number of years that he has worked if his total salary is exceed RM3, 654, 670.
(a) Find his salary of fifth years.
(b) Show that his total salary from the first year to the nth years is
RM360,000 (1.15^n - 1)
(c) Find the number of years that he has worked if his total salary is exceed RM3, 654, 670.
Algebra
Reflect on the concept of polynomial and rational functions. What concepts (only the names) did you need to accommodate these concepts in your mind? What are the simplest polynomial and rational function you can imagine? In your day to day, is there any occurring fact that can be interpreted as polynomial and rational functions? What strategy are you using to get the graph of polynomial and rational functions?
Algebra
An Oil and Gas Company offers a position to Amirul with the starting salary of
RM54,000
per year and annual increment of
15%.
(a) Find his salary of fifth years.
(b) Show that his total salary from the first year to the nth years is
RM360,000 (1.15^n-1)
(c) Find the number of years that he has worked if his total salary is exceed
RM3,654,670.
RM54,000
per year and annual increment of
15%.
(a) Find his salary of fifth years.
(b) Show that his total salary from the first year to the nth years is
RM360,000 (1.15^n-1)
(c) Find the number of years that he has worked if his total salary is exceed
RM3,654,670.
Algebra
An Oil and Gas Company offers a position to Amirul with the starting salary of
RM54,000
per year and annual increment of
15%.
(a) Find his salary of fifth years.
RM54,000
per year and annual increment of
15%.
(a) Find his salary of fifth years.
Algebra
A donut shop is going to sell donuts for a price P that is no less than 60 pence and no more than 150 pence. The shop determines that the number of donuts that it will sell is given by the following formula: 750 – 5P. What price should the shop charge to maximise revenue?
Algebra
On 1st April 2016, Chaudhary Harpal Singh purchased a Tractor of the
cash price of Rs. 2,20,000 on hire-purchase system from Escorts Ltd. Rs.
20,000 were paid immediately and the balance in 4 annual installments of
Rs. 50,000 each with interest at 8% per annum. The depreciation is to be
charged at 10% p.a. on written down value method. Harpal Singh paid 2
installments and failed to pay the third installment. Escorts Ltd. took away
the tractor by paying him Rs. 90,000 in cash. Make necessary ledger
accounts in the books of Harpal Singh. Books are closed on 31st March
every year.
cash price of Rs. 2,20,000 on hire-purchase system from Escorts Ltd. Rs.
20,000 were paid immediately and the balance in 4 annual installments of
Rs. 50,000 each with interest at 8% per annum. The depreciation is to be
charged at 10% p.a. on written down value method. Harpal Singh paid 2
installments and failed to pay the third installment. Escorts Ltd. took away
the tractor by paying him Rs. 90,000 in cash. Make necessary ledger
accounts in the books of Harpal Singh. Books are closed on 31st March
every year.
Algebra
Find the 5th term and the sum of the first 5 terms of the geometric sequence 2, -1/2,1/8,....
Determine the first terms of the terms of the sequence of {(-1/n)power to n} and give their corresponding sum.
Determine the first terms of the terms of the sequence of {(-1/n)power to n} and give their corresponding sum.
Algebra
Solving word problem involving logarithmic functions, equations and inequalities
Kevin invested 5,500 pesos at an interest rate of 8% compounded semi-annually, how long will it take for the investment to reach 16,500 pesos?
The population of a small town growns exponentially at a rate of 5% that was 12,000 in 1993 and 21,000 in 1998. In what year will the population reach 36,750?
Algebra
The city of Sine conducts a traffic study to determine whether a new red light is needed at an intersection downtown. According to a previous study, the number of cars passing through the intersection daily in 1999 was 124. The current study shows 374 cars pass through the intersection daily. What is the percent change in the number of cars passing through the intersection daily? Round your answer to the nearest tenth of a percent.
$$ explain why.
$$ explain why.
