SAT Questions and Answers Model Paper-1 Important Questions Section B

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Time – 25 Minutes

18 Questions

1. Of the lettered points on the number line above, which is closest to rounded to the nearest tenth?

Lettered Points on the Number Line

(A) A

(B) B

(C) C

(D) D

(E) E

2. Auto motor cycle sales leases a new delivery truck for a one-time payment of $ 2.800 plus $ 420 per months for 48 months. Which of the following functions f models the total amount, in dollars, that would have been paid at the end of m months of the lease, which m is a positive integer less than or equal to 48?






3. If the average of 3,4 or m is 8, what is the average of 3,7 and m?

(A) 5

(B) 6

(C) 7

(D) 8

(E) 9

4. In the figure below, point C lies on . If and what is the length of

In the Figure below, Point C Lies on ¯Be

NOTE: figure not drawn to scale

(A) 11

(B) 12

(C) 13

(D) 14

(E) 15

5. In the perfect square is an integer that is the square of an integer. The integers h, k, and m are 4,6 and 9, not necessarily in that order.

  • k is a perfect square .
  • m is an even integer .
  • h

Which of the following statements is FALSE?






6. If is 3 more than half of , what is in terms of ?






7. In the - plane, the points and are collinear. What is the value of ?

(A) 1

(B) 3

(C) 4

(D) 7

(E) 8

8. If and is a real number, which of the following CANNOT be the value of ?



(C) 0

(D) 1

(E) 2

9. The circle below has center and measures . The area of the shaded region is what fraction of the area of the circle?

The Circle below Has Center O, and ∠ AOB Measures 45°

10. If where c and d are positive integers, is one possible value of ?

11. The ages, in years, of the 7 members of a committee are 32, 37, 24, 22,28, 31 and . If the median age is 28 and the oldest member is 17 years older than the youngest member, what is the value of ?

12. In the figure below, MNP is an equilateral triangle with perimeter 18, MQRP is a parallelogram, and MN = 3MQ. What is the perimeter of MQRP?

MNP is an Equilateral Triangle

13. When the positive integer h is divided by 10, the remainder is 6. When the positive integer is divided by 10, the remainder is 8. What is the remainder when is divided by 10?

14. Four students each collected coupons to buy computer equipment for their school. The circle graph above shows the distribution, by percent, of all the coupons collected by the students. If each coupon had a value of $ 315.00, what was the total number of coupons collected by the four students?

Computer Equipment for Their School

15. In the system of equations below, if what is the value of ?

16. Last week the star bakery made 3 kinds of cakes. One half of the cakes were made with 4 eggs each, and the remaining 54 cakes were made with 2 eggs each. What was the total number of eggs used to make all of these cakes?

17. In the -plane, line passes through the point (0,1) and is parallel to the with equation . If the equation of line is , what is the value of ?

18. The sequence of figures below starts with one hexagon. Each successive figure is formed by adding a ring of identical hexagons around the preceding figure. That is the total number of hexagons in the fifth figure of the sequence?

The Sequence of Figures