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342 of 433 questions match · page 11 of 18. Answer in your head first, then check the solution.

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#201📜 CE Board May 1995📘 1001 Math RojasEasy
What is the sum of the progression 4, 9, 14, 19... up to the \(20^{th}\) term?
A1030
B1035
C1040
D1045
#202📜 EE Board April 1997📘 1001 Math RojasMedium
A stack of bricks has 61 bricks in the bottom layer, 58 bricks in the second layer, 55 bricks in the third layer, and so on until there are 10 bricks in the last layer. How many bricks are there all together?
A638
B637
C639
D640
#203📜 CE Board May 1998📘 1001 Math RojasEasy
Determine the sum of the progression if there are 7 arithmetic mean between 3 and 35.
A171
B182
C232
D216
#204📜 ECE Board April 1995📘 1001 Math RojasMedium
A besiege fortress is held by 5700 men who have provisions for 66 days. If the garisson losses 20 men each day, for how many days can the provision hold out?
A72
B74
C76
D78
#205📜 CE Board May 1991📘 1001 Math RojasHard
In the recent "Gulf War" in the Middle East, the allied forces captured 6400 of Saddam's soldiers and with provisions on hand it will last for 216 meals while feeding 3 meals a day. The provision lasted 9 more days because of daily deaths. At an average, how many died per day?
A15
B16
C17
D18
#206📜 GE Board July 1993📘 1001 Math RojasMedium
A Geodetic Engineering student got a score of \(30\%\) on Test 1 of the five number test in Surveying. On the last number he got \(90\%\) in which a constant difference more on each number that he had on the immediately preceding one. What was his average score in Surveying?
A50
B55
C60
D65
#207📜 ME Board April 1999📘 1001 Math RojasEasy
If the sum is 220 and the first term is 10, find the common difference if the last term is 30.
A2
B5
C3
D2/3
#208📜 EE Board April 1997📘 1001 Math RojasMedium
Once a month, a man puts some money into the cookie jar. Each month he puts 50 centavos more into the jar than the month before. After 12 years, he counted his money, he had P 5,436. How much money did he put in the jar in the last month?
AP 73.50
BP 75.50
CP 74.50
DP 72.50
#209📜 EE Board April 1997📘 1001 Math RojasMedium
A girl on a bicycle coasts downhill covering 4 feet the first second, 12 feet the second second, and in general, 8 feet more each second than the previous second. If she reaches the bottom at the end of 14 seconds, how far did she coasts?
A782 feet
B780 feet
C784 feet
D786 feet
#210📘 1001 Math RojasEasy
When all odd numbers from 1 to 101 are added, the result is
A2500
B2601
C2501
D3500
#211📘 1001 Math RojasMedium
How many times will a grandfather's clock strikes in one day if it strikes only at the hours and strike once at 1 o'clock, twice at 2 o'clock, thrice at 3 o'clock and so on?
A210
B24
C156
D300
#212📜 CE Board May 1992📘 1001 Math RojasMedium
To conserve energy due to the present energy crisis, the Meralco tried to re-adjust their charges to electrical energy users who consume more than 2000 kw-hrs. For the first 100 kw-hr, they charged 40 centavos and increasing at a constant rate more than the preceding one until the fifth 100 kw-hr, the charge is 76 centavos. How much is the average charge for the electrical energy per 100 kw-hr?
A58 centavos
B60 centavos
C62 centavos
D64 centavos
#213📜 CE Board November 1993📘 1001 Math RojasHard
The \(3^{rd}\) term of a harmonic progression is 15 and the \(9^{th}\) term is 6. Find the \(11^{th}\) term.
A4
B5
C6
D7
#214📜 ECE Board November 1995📘 1001 Math RojasMedium
Find the fourth term of the progression \(1/2\), 0.2, 0.125,...
A\(1/10\)
B\(1/11\)
C0.102
D0.099
#215📘 1001 Math RojasMedium
Find the \(9^{th}\) term of the harmonic progression 3, 2, \(3/2\)....
A\(3/5\)
B\(3/8\)
C\(4/5\)
D\(4/9\)
#216📘 1001 Math RojasMedium
Find the sum of 4 geometric means between 160 and 5.
A130
B140
C150
D160
#217📜 EE Board October 1991📘 1001 Math RojasMedium
The fourth term of a G. P. is 216 and the \(6^{th}\) term is 1944. Find the \(8^{th}\) term.
A17649
B17496
C16749
D17964
#218📜 ECE Board April 1999📘 1001 Math RojasMedium
Determine x so that: x, \(2x+7\), \(10x-7\) will be a geometric progression.
A7, \(-7/12\)
B7, \(-5/6\)
C7, \(-14/5\)
D7, \(-7/6\)
#219📜 ECE Board April 1999📘 1001 Math RojasMedium
If one third of the air in a tank is removed by each stroke of an air pump, what fractional part of the total air is removed in 6 strokes?
A0.7122
B0.9122
C0.6122
D0.8122
#220📜 ME Board October 1996📘 1001 Math RojasMedium
A product has a current selling of P 325.00. If its selling price is expected to decline at the rate of \(10\%\) per annum because of obsolescence, what will be its selling price four years hence?
AP 213.23
BP 202.75
CP 302.75
DP 156.00

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