Continue Practice Exam Test Questions Part 9 b. 48
of the Series
c. 30
Choose the letter of the best answer in each questions.
d. 40
401. When two dice are thrown, what is the
probability that the sum of the two faces 405. Solve for x if the equation is 3102 +
shown is 6? 9*3100 + 3103/3 = x
a. 1/36 a. 3101
b. 1/6 b. 3102
c. 1/9 c. 3103
d. 5/36 d. 3104
402. An ECE class of 40 students took 406. Of the 80 students in class, 25 are
examinations in Electronics and studying German, 15 French and 13 Spanish.
Communications. If 30 passed in Electronics, 3 are studying German and French; 4 are
36 passed in Communication and 2 failed in studying French and Spanish; 2 are studying
both subjects, how many students passed in German and Spanish; and none is studying all
both subjects? 3 languages at the same time. How many
students are not studying any of the three
a. 28 languages?
b. 30 a. 18
c. 26 b. 53
d. 32 c. 62
403. The excess of the sum of the fourth and d. 36
fifth parts over the difference of the half and
third parts of a number is 119. Find the 407. There were 2 small circles C1 and C2
number. inside a large circle AB. AB is a diameter of
the large circle. The centers C1 and C2 of the
a. 240 smaller circles are on AB. The two small
circles are congruent and tangent to each
b. 320 other and to the larger circle. The
circumference of circle C1 is 8Pi. What is the
c. 420 area of the large circle?
d. 230 a. 64Pi
404. What is the area, in square feet, of the b. 32Pi
triangle whose sides have lengths equal to 10,
6 and 8 feet? c. 156Pi
a. 24 d. 128Pi
, 408. DE is parallel to CB and (length of AE / 412. Find a negative value of x that satisfies
length of EB) is 4. If the area of triangle AED the equation: [(x+1)2 – (2x + 1)]1/2 + 2|x|
is 20 square inches, what is the area, in –6=0
square inches, of triangle ABC?
a. -4
a. 31.25
b. -3
b. 80
c. -2
c. 320
d. -1
d. 1,600
413. If thrice the smaller number exceeds the
409. Round (202)2 to the nearest hundred. larger by 12. Find the larger number if the two
numbers are consecutive odd integers.
a. 48,000
a. 7
b. 40,800
b. 9
c. 42,000
c. 10
d. 44,000
d. 8
410. If w workers, working at equal rates, can
produce x toys in n days, how many days it 414. Determine how much water should be
takes c workers, working at same equal rates, evaporated from 50kg of 30% salt solution to
to produce y toys? produce a 60% salt solution. All percentages
are by weight.
a. y*w*c/(w*n)
a. 25 kg
b. y*w/(w*n*c)
b. 35 kg
c. y*w*n / x
c. 15 kg
d. y*w*n / (x*c)
d. 20 kg
411. A number of the form 213ab, where a
and b are digits, has a reminder less than 10 415. A runs around a circular track in 60
when divided by 100. The sum of all the digits seconds, and in 50 seconds. Five seconds
in the above number is equal to 13. Find the after A starts, B starts from the same point in
digit b. the same direction. When will they be
together for the first time, assuming they run
a. 5 around the track continuously?
b. 7 a. 3.5 mins
c. 6 b. 6.5 mins
d. 8 c. 5.5 mins
d. 7.5 mins
of the Series
c. 30
Choose the letter of the best answer in each questions.
d. 40
401. When two dice are thrown, what is the
probability that the sum of the two faces 405. Solve for x if the equation is 3102 +
shown is 6? 9*3100 + 3103/3 = x
a. 1/36 a. 3101
b. 1/6 b. 3102
c. 1/9 c. 3103
d. 5/36 d. 3104
402. An ECE class of 40 students took 406. Of the 80 students in class, 25 are
examinations in Electronics and studying German, 15 French and 13 Spanish.
Communications. If 30 passed in Electronics, 3 are studying German and French; 4 are
36 passed in Communication and 2 failed in studying French and Spanish; 2 are studying
both subjects, how many students passed in German and Spanish; and none is studying all
both subjects? 3 languages at the same time. How many
students are not studying any of the three
a. 28 languages?
b. 30 a. 18
c. 26 b. 53
d. 32 c. 62
403. The excess of the sum of the fourth and d. 36
fifth parts over the difference of the half and
third parts of a number is 119. Find the 407. There were 2 small circles C1 and C2
number. inside a large circle AB. AB is a diameter of
the large circle. The centers C1 and C2 of the
a. 240 smaller circles are on AB. The two small
circles are congruent and tangent to each
b. 320 other and to the larger circle. The
circumference of circle C1 is 8Pi. What is the
c. 420 area of the large circle?
d. 230 a. 64Pi
404. What is the area, in square feet, of the b. 32Pi
triangle whose sides have lengths equal to 10,
6 and 8 feet? c. 156Pi
a. 24 d. 128Pi
, 408. DE is parallel to CB and (length of AE / 412. Find a negative value of x that satisfies
length of EB) is 4. If the area of triangle AED the equation: [(x+1)2 – (2x + 1)]1/2 + 2|x|
is 20 square inches, what is the area, in –6=0
square inches, of triangle ABC?
a. -4
a. 31.25
b. -3
b. 80
c. -2
c. 320
d. -1
d. 1,600
413. If thrice the smaller number exceeds the
409. Round (202)2 to the nearest hundred. larger by 12. Find the larger number if the two
numbers are consecutive odd integers.
a. 48,000
a. 7
b. 40,800
b. 9
c. 42,000
c. 10
d. 44,000
d. 8
410. If w workers, working at equal rates, can
produce x toys in n days, how many days it 414. Determine how much water should be
takes c workers, working at same equal rates, evaporated from 50kg of 30% salt solution to
to produce y toys? produce a 60% salt solution. All percentages
are by weight.
a. y*w*c/(w*n)
a. 25 kg
b. y*w/(w*n*c)
b. 35 kg
c. y*w*n / x
c. 15 kg
d. y*w*n / (x*c)
d. 20 kg
411. A number of the form 213ab, where a
and b are digits, has a reminder less than 10 415. A runs around a circular track in 60
when divided by 100. The sum of all the digits seconds, and in 50 seconds. Five seconds
in the above number is equal to 13. Find the after A starts, B starts from the same point in
digit b. the same direction. When will they be
together for the first time, assuming they run
a. 5 around the track continuously?
b. 7 a. 3.5 mins
c. 6 b. 6.5 mins
d. 8 c. 5.5 mins
d. 7.5 mins
