Continue Practice Exam Test Questions Part 8 355. The diagonal of a square has a measure
of the Series of 12 inches. What is the perimeter, in inches,
of this square.
Choose the letter of the best answer in each
questions. a. 6√2
351. Find the value of x which will satisfy the b. 72
equation √(x – 2) / √x = 1
c. 24√2
a. -1, -4
d. 48
b. 1, 4
356. In the right triangle ABC, C is a right
c. 4 angle and the measure of angle B is 60°. If BC
is 20 inches long, then how long is AC?
d. 0
a. 20√3
352. Find the geometric mean between the
terms -4 and -9 b. 20
a. 6 c. √3
b. 7 d. 20/√3
c. -6 357. If x = 2.0001, which of the following
expressions has the largest value?
d. 36
a. 2 / (x + 2)
353. What is the average value of 7/8 and
3/4? b. 2 / (x – 2)
a. 5/4 c. (x + 2) / 2
b. 5/8 d. 2 / x
c. 5/16 358. In the rectangle ABCD, the measure of
the length AD is 3 times the measure of the
d. 13/16 width AB. What is the slope of the line
segment BD?
354. A solution is made of water and pure
acid. If 75% of the solution is water, how a. 3
many litters of pure acid are in 20 liters of this
solution? b. 1/3
a. 10 c. -1/3
b. 5 d. -3
c. 25 359. What is the product of the two real
solutions of the equation: 2x = 3 – x2
d. 15 a. 2
, b. -2 d. 112
c. 6 364. Find the sum of all positive integers
between 84 and 719 which are exactly
d. -3 divisible by 5.
360. The ratio of the circumference of any a. 23,750
circle to the diameter of the circle is:
b. 45,680
a. An integer
c. 50,800
b. An irrational number
d. 38,460
c. A rational number
365. If 3log x – log y = 0, express y in terms
d. A whole number of x.
361. Find the sum and product of roots of the a. y = x3
equation x3 + 2x2 – 23x – 60 = 0. b. y = x2
a. -2, 60 c. y = x
b. 2, 17 d. y = 3x
c. 17, -60 366. In a certain A.P. the first, fourth and
eight terms are themselves form a geometric
d. 2, -60 progression. What is the common ratio of the
G.P.?
362. The ratio of three numbers is 2:5:7. If 7
is subtracted from the second number, the a. 4/3
resulting numbers form an arithmetic
progression. Determine the smallest of the b. 5/4
three numbers.
c. 4/5
a. 28
d. 3/4
b. 15
367. Three men A, B, and C can do a piece of
c. 21 work in t hours working together. Working
alone, A can do the work in 6 hours more, B in
d. 70 1 hour more, and C in twice the time if all
working together. How long would it take to
363. Determine the sum of the first 4 terms of finish the work if all working together?
the sequence whose general term is given by
3n – 2. a. 20 mins.
a. 121 b. 30 mins.
b. 89 c. 40 mins.
c. 98 d. 50 mins.
of the Series of 12 inches. What is the perimeter, in inches,
of this square.
Choose the letter of the best answer in each
questions. a. 6√2
351. Find the value of x which will satisfy the b. 72
equation √(x – 2) / √x = 1
c. 24√2
a. -1, -4
d. 48
b. 1, 4
356. In the right triangle ABC, C is a right
c. 4 angle and the measure of angle B is 60°. If BC
is 20 inches long, then how long is AC?
d. 0
a. 20√3
352. Find the geometric mean between the
terms -4 and -9 b. 20
a. 6 c. √3
b. 7 d. 20/√3
c. -6 357. If x = 2.0001, which of the following
expressions has the largest value?
d. 36
a. 2 / (x + 2)
353. What is the average value of 7/8 and
3/4? b. 2 / (x – 2)
a. 5/4 c. (x + 2) / 2
b. 5/8 d. 2 / x
c. 5/16 358. In the rectangle ABCD, the measure of
the length AD is 3 times the measure of the
d. 13/16 width AB. What is the slope of the line
segment BD?
354. A solution is made of water and pure
acid. If 75% of the solution is water, how a. 3
many litters of pure acid are in 20 liters of this
solution? b. 1/3
a. 10 c. -1/3
b. 5 d. -3
c. 25 359. What is the product of the two real
solutions of the equation: 2x = 3 – x2
d. 15 a. 2
, b. -2 d. 112
c. 6 364. Find the sum of all positive integers
between 84 and 719 which are exactly
d. -3 divisible by 5.
360. The ratio of the circumference of any a. 23,750
circle to the diameter of the circle is:
b. 45,680
a. An integer
c. 50,800
b. An irrational number
d. 38,460
c. A rational number
365. If 3log x – log y = 0, express y in terms
d. A whole number of x.
361. Find the sum and product of roots of the a. y = x3
equation x3 + 2x2 – 23x – 60 = 0. b. y = x2
a. -2, 60 c. y = x
b. 2, 17 d. y = 3x
c. 17, -60 366. In a certain A.P. the first, fourth and
eight terms are themselves form a geometric
d. 2, -60 progression. What is the common ratio of the
G.P.?
362. The ratio of three numbers is 2:5:7. If 7
is subtracted from the second number, the a. 4/3
resulting numbers form an arithmetic
progression. Determine the smallest of the b. 5/4
three numbers.
c. 4/5
a. 28
d. 3/4
b. 15
367. Three men A, B, and C can do a piece of
c. 21 work in t hours working together. Working
alone, A can do the work in 6 hours more, B in
d. 70 1 hour more, and C in twice the time if all
working together. How long would it take to
363. Determine the sum of the first 4 terms of finish the work if all working together?
the sequence whose general term is given by
3n – 2. a. 20 mins.
a. 121 b. 30 mins.
b. 89 c. 40 mins.
c. 98 d. 50 mins.
