Class 11 Mathematics Chapter 14 Mathematical Reasoning Quiz 32 (23 MCQs)

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1. The original price of a laptop is $ 450. If the tax is 10%, what is the selling price?
2. The converse of the statement if a number is divisible by 10, then it is divisible by 5 is
3. Ms. Sargable can run a mile in 8.16 minutes. How long will it take her to run Panther Run Park, a 3.25 mile loop?
4. Stacey played the same game two times. She scored 30 points in the second game, which is 6 times as many points as she scored in the first game. How many points did Stacey score in the first game?
5. If a rectangle has a length of 5 units and a width of 3 units, what is its area?
6. The most expensive toilet ever built cost more than $ 30, 000, 000. What is the value of the digit '3' in this number?
7. A box in the form of a rectangle solid has a square base 5 feet in length and a height of h feet. If the volume of the rectangular solid is 200 cubic feet, which of the following equations may be used to find h?
8. A student tosses a fair coin 3 times and the results are Heads, Tails, and then Heads. What will happen on the fourth toss?
9. Harry is setting up a stall to sell homemade cookies at the local fair. Which unit is the most suitable for pricing the cookies?
10. Answer this question.
11. What is the perimeter of a rectangular field that measures 660 feet by 330 feet?
12. What is the ISBN of the eBook mentioned in the text?
13. If SCHOOL = 72, STUDENT = 98, then TEACHER =?
14. Seats in an auditorium are numbered in order from 1 to 150. The seat that is numbered 7and every 35th seat thereafter has a card taped beneath it to indicate that the person sittingthere has won a prize.What is the highest numbered seat in which a person can win a prize?
15. When rolling a 6-sided die, what is the probability of rolling 3 or greater?
16. Tony and Lisbeth obtained the same score for hitting a target with a ball. Tony hit the target four times in five shots. Lisbeth hit the target 12 times. Find out how many shots Lisbeth had in total?
17. There are 9, 296 people attending a conference. If each table at the conference can seat 4 people, how many tables will the conference need?
18. The Fibonacci sequence is encoded in the number 1/89.
19. A square pyramid is connected to a cube with the same base area. If the height of the pyramid is 9 cm, which is the same length as each side of the cube, find the approximate volume of the solid.
20. The graphical method of solving LPP is applicable when the number of variables is
21. Determine if the sentence is a statement not statement.4 x 8 > 20
22. The inequalities x $\geq$ 0, y $\geq$ 0 represent
23. ..... whole number are odd number.