Class 8 Maths Chapter 12 Exponents And Powers Quiz 3 (60 MCQs)

Quiz Instructions

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1. The area of a rectangle is $72r^5s^2t^7$ $3r^2t^4$
2. Express the following number as powers of ten:1
3. THE POINT (4, 5) IS ..... UNITS AWAY FROM Y AXIS.
4. X$^{5}$y$^{3}$ / x$^{}$y$^{2}$
5. Express 343 as a power of 7.
6. Simplify:2x$^{2}$ (3xyz$^{4}$)
7. 2$^{3}$ x 2$^{2}$= .....
8. EVALUATE \{[1/3]$^{-1}$-[1/4]$^{-1}$\}$^{-1}$
9. 2n$^{4}$ * 5n$^{4}$
10. $4c^8d^{-3}\cdot5c^{-5}d^{-1}$
11. Express 0.00000000837 in standard form.
12. Explain the error in the simplification below:x$^{3}$yx$^{-4}$z$^{-2}$=x$^{-1}$yz$^{-2}$
13. Rikkie has 10$^{3 }$rings. If Rikkie gives 10$^{2 }$rings away to Ms. Frizzelle, how many rings does Rikkie have left?
14. Simplify:(a$^{4}$b$^{19}$)$^{0}$
15. What is the value of $5^0$
16. What is the value of 100$^{0}$?
17. Power of a Power means you keep the base and (a) the exponents.
18. Simplify the expression:$5^3 \times 5^{-1}$
19. THE VALUE OF \{6$^{-1}$+[3/2]$^{-1}$\}$^{-1}$ IS:
20. The multiplicative inverse of 7 is:
21. 10 x10 x 10 x 10 x 10
22. Which is the base3 raise to 4 = 81
23. Simplify $\frac{\left(p^4q^3\right)}{r^3}\times\frac{\left(p^2r^4\right)}{q^3}\times\frac{\left(q^{-2}r^3\right)}{p^{-3}}$
24. FIND THE VALUE OF.(3$^{6}$+5$^{9}$+6$^{7}$+8$^{9}$)$^{0}$
25. What is the value of 18$^{1}$?
26. Rewrite $\frac{3^5}{3^2}$
27. Express the following in scientific notation:10, 030, 400, 000
28. Expand:$\left(\frac{-2}{b}\right)^4$
29. What is the result of 7$^{1}$?
30. If (-2)$^{x}$ =-128, find x
31. Which of the following is equal to $10^2$
32. Simplify:(x$^{3}$y$^{2}$)(xy$^{4}$)
33. ) Simplify(45x$^{6}$y$^{2}$)/(5x$^{4}$y$^{9}$)
34. If Tamara's horse eats about 5, 000 pounds of hay each year, how can you write 5, 000 using exponents?
35. (2x$^{7}$)$^{3}$
36. Simplify:$8\left(x^4\right)^{\frac{1}{2}}$
37. (x$^{3}$)$^{}$(x$^{2}$)
38. Which digit is in the tenths place in the number 8, 374, 625.1?
39. Simplify:3$^{5}$ x 3$^{7}$ =? 3$^{2}$
40. Write $a\times a\times a\times c\times c\times c\times c\times d\times d$
41. Before learning to multiply and divide by Powers of 10, what concept do we need to review?
42. A cylinder of curved surface area 1152 sq m is formed from a rectangular metallic sheet. Find the dimensions of the rectangular sheet if its length is double of its breadth.
43. 5$^{4}$/5$^{2}$ is equal to:
44. How do you know if a number is divisible by 6?
45. Which expression is equivalent to 9$^{5}$?
46. (2a$^{2}$b$^{4}$z)(6a$^{3}$b$^{2}$z$^{5}$)
47. ) Simplify(16x$^{4}$y$^{-5}$)/(8a$^{3}$b$^{-8}$)
48. Simplify the expression:$\frac{3^4}{3^2}$
49. Simplify 7$^{-2}$
50. 6 raise to 5 and 9 raise to 5
51. 10$^{0 }$ is which?
52. The value of (3$^{4}$)$^{3}$ is:
53. Isaac takes 5 minutes to ride his bike down the hill to school and 10 minutes to ride up the hill from school. He attends school Monday through Friday. How many minutes does he spend biking to and from school in two weeks?
54. What is the exponent form?
55. Simplify (6p$^{2}$q$^{3}$)$^{2}$
56. Evaluate:6$^{2}$
57. Simplify $\frac{-30a^7b^3}{-5a^2b^2}$
58. Ms. Wheeler's son has 10$^{2}$ pairs of socks. Ms. Wheeler is obsessed with buying her son clothes so she buys him 10$^{3 }$more pairs. How many total pairs does Legend have?
59. The exponent is equal to the ..... in the product.
60. BE CAREFUL!Simplify $\left(x^4\right)^4$