New SAT Math (No Calculator) Practice Test 6

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Câu 1: 1 điểm

A group of 202 people went on an overnight camping trip, taking 60 tents with them. Some of the tents held 2 people each, and the rest held 4 people each. Assuming all the tents were filled to capacity and every person got to sleep in a tent, exactly how many of the tents were 2-person tents?

A.  

30

B.  

20

C.  

19

D.  

18

Câu 2: 1 điểm

(x – 6)2 + (y + 5)2 = 16

In the xy-plane, the graph of the equation above is a circle. Point P is on the circle and has coordinates (10, -5). If PQˉ\bar{PQ} is a diameter of the circle, what are the coordinates of point Q ?

A.  

(2, −5)

B.  

(6, −1)

C.  

(6, −5)

D.  

(6, −9)

Câu 3: 1 điểm

f(x) = x3 – 9x

g(x) = x2 – 2x – 3

Which of the following expressions is equivalent to f(x)g(x)\frac{f\left( x \right)}{g\left( x \right)} , for x > 3?

A.  

1x+1\frac{1}{x + 1}

B.  

x+3x+1\frac{x + 3}{x + 1}

C.  

x(x3)x+1\frac{x \left( x - 3 \right)}{x + 1}

D.  

x(x+3)x+1\frac{x \left( x + 3 \right)}{x + 1}

Câu 4: 1 điểm

What is the solution set of the equation above?

2x+6+4=x+3\sqrt{2x + 6} + 4 = x + 3
A.  

{−1}

B.  

{5}

C.  

{−1, 5}

D.  

{0, −1, 5}

Câu 5: 1 điểm

y > 2x – 1

2x > 5

Which of the following consists of the y-coordinates of all the points that satisfy the system of inequalities above?

A.  

y > 6

B.  

y > 4

C.  

y > 5⁄2

D.  

y > 3⁄2

Câu 6: 1 điểm

The width of a rectangular dance floor is w feet. The length of the floor is 6 feet longer than its width. Which of the following expresses the perimeter, in feet, of the dance floor in terms of w ?

A.  

2w + 6

B.  

4w + 12

C.  

w2 + 6

D.  

w2 + 6 w

Câu 7: 1 điểm

Hình ảnh

In the figure above, RT = TU. What is the value of x ?

A.  

72

B.  

66

C.  

64

D.  

58

Câu 8: 1 điểm

The formula below is often used by project managers to compute E, the estimated time to complete a job, where O is the shortest completion time, P is the longest completion time, and M is the most likely completion time.

E=O+4M+P6E = \frac{O + 4M + P}{6}

Which of the following correctly gives P in terms of E, O, and M ?

A.  

P = 6E - O - 4M

B.  

P = -6E + O + 4M

C.  

P=O+4M+E6P = \frac{O + 4M + E}{6}

D.  

P=O+4ME6P = \frac{O + 4M - E}{6}

Câu 9: 1 điểm

Hình ảnh

The graph above shows the distance traveled d, in feet, by a product on a conveyor belt m minutes after the product is placed on the belt. Which of the following equations correctly relates d and m ?

A.  

d = 2m

B.  

d = 1⁄2m

C.  

d = m + 2

D.  

d = 2m + 2

Câu 10: 1 điểm

3x + x + x + x − 3 − 2 = 7 + x + x

In the equation above, what is the value of x ?

A.  

-5⁄7

B.  

1

C.  

12⁄7

D.  

3

Câu 11: 1 điểm

Hình ảnh

In the circle above, point A is the center and the length of arc BC\overset{\frown}{BC} is 25 of the circumference of the circle. What is the value of x ?

Câu 12: 1 điểm

A start-up company opened with 8 employees. The company’s growth plan assumes that 2 new employees will be hired each quarter (every 3 months) for the first 5 years. If an equation is written in the form y ax b = + to represent the number of employees, y, employed by the company x quarters after the company opened, what is the value of b ?

Câu 13: 1 điểm

− x + y = −3.5
x + 3y = 9.5

If (x,y) satisfies the system of equations above, what is the value of y ?

Câu 14: 1 điểm

The sum of −2x2 + x + 31 and 3x2 + 7x − 8 can be written in the form ax2 + bx + c, where a, b, and c are constants. What is the value of a + b + c ?

Câu 15: 1 điểm

x2 + x − 12 = 0

If a is a solution of the equation above and a > 0, what is the value of a ?

Câu 16: 1 điểm

g(x) = 2x −1
h(x) = 1 – g(x)

The functions g and h are defined above. What is the value of h(0)?

A.  

−2

B.  

zero

C.  

1

D.  

2

Câu 17: 1 điểm

y = x2 +3 −7
y = −5 + 8 = 0
How many solutions are there to the system of equations above?

A.  

There are exactly 4 solutions.

B.  

There are exactly 2 solutions.

C.  

There is exactly 1 solution.

D.  

There are no solutions.

Câu 18: 1 điểm

Oil and gas production in a certain area dropped from 4 million barrels in 2000 to 1.9 million barrels in 2013. Assuming that the oil and gas production decreased at a constant rate, which of the following linear functions f best models the production, in millions of barrels, t years after the year 2000?

A.  

f(t) = 21130\frac{21}{130} t + 4

B.  

f(t) = 21130\frac{21}{130} t + 4

C.  

f(t) = − 21130\frac{21}{130} t + 4

D.  

f(t) = − 21130\frac{21}{130} t + 4

Câu 19: 1 điểm

If 2ab\frac{2a}{b} = 12, what is the value of ba?

A.  

1⁄8

B.  

1⁄4

C.  

2

D.  

4

Câu 20: 1 điểm

Hình ảnh

Which of the following could be the equation of the graph above?

A.  

y = x(x − 2)(x + 3)

B.  

y = x2(x − 2)(x + 3)

C.  

y = x(x + 2)(x - 3)

D.  

y = x2(x + 2)(x - 3)


 

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