# How many integers are NOT perfect powers between 1 and 1000? It might be easier to count how many are powers and subtract that number from 1000. To do this you should first find the highest power of 2 less

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1. ## American government

What are powers of the U.S. government that are named and listed in the Constitution called? A.expressed powers B.implied powers C.inherent powers D.prohibited powers

2. ## American Government

the power of congress to print money is one of the legislative? A.Implied powers B.Expressed powers C.Inherent powers D.Nonlegislative powers

3. ## civics

Which of the following are powers that are exercised by both the national government and state governments at the same time? A.concurrent powers B. enumerated powers C. prohibited powers D. reserved powers

4. ## check my work

1. Which of the following provides the best definition of a strict constructionist interpretation of congressional power? (1 point) Congress must have more powers than the states. Congress should only use implied powers when directly connected to expressed

5. ## Civivs

The phrase, "the Elastic Clause," comes from which power of Congress?? A.) Enumerated Powers B.) Implied Powers C.) Inherent Powers D.) Reserved Powers This is Unit 2, Lesson 14: Unit Test: Three Branches of Government

6. ## government

why did the framers include the necessary and proper clause in the constitution a. to empower congress to pass laws needed to carry out the expressed powers b. to limit congressional powers to those expressly stated in the constitution c. to define the

7. ## Math

Let S be the number of perfect squares among the integers from 1 to 20136. Let Q be the number of perfect cubes among the same integers. What is the relationship between S and Q?

8. ## ALGEBRA.

The product of 2 positive integers is 1000. What is the smallest possible sum of these 2 integers?

9. ## Civics

How do the powers of the national government and the powers of the states compare, according to James Madison, the primary author of the Constitution? A.The powers of the national government are few, while the powers of the states are many. B.The powers of

10. ## civics

The phrase, “the Elastic Clause,” comes from which powers of Congress? A.enumerated powers***** B.implied powers C.inherent powers D.reserved powers Please help asap

11. ## discrete math

Find how many positive integers with exactly four decimal digits, that is, positive integers between 1000 and 9999 inclusive, have the following properties: (a) are divisible by 5 and by 7. (b) have distinct digits. (c) are not divisible by either 5 or 7.

12. ## English

Select the correct verb tense used in the sentences below That company has been making surfboards since the 1960's present perfect progressive present progressive*** past perfect progressive past progressive We had been listening to the radio when the

13. ## MaTh

Find the sum of all positive integers less than 1000 ending in 3 or 7.

14. ## Government

Homework Help Powers that are shared by both the National Government and the States are called... A) reserved powers B) enumerated powers C) inherent powers D) implied powers E) concurrent powers The Supreme Court carries out most of the country's

15. ## Math Need Help!!

Which Number Is A Perfect Square? A. 32~~~~ B. 144 C. 1000 D. 36000

16. ## Math

How many integers are NOT perfect powers between 1 and 1000? It might be easier to count how many are powers and subtract that number from 1000. To do this you should first find the highest power of 2 less than 1000, then you'll know how high of powers you

17. ## history

Which correctly describes the positive impact of European imperialism? Imperialist powers promoted their own interests over the well-being of indigenous peoples. Imperialist powers sought social change through self-government. Imperialist powers provided

18. ## government

congress shares powers with the president in the field of foreign affairs. what other powers do congress and the president share? a. judicial powers b. postal powers c. territorial powers d. war powers b or c, but ill go with b.

19. ## Geometry

How many perfect squares less than 1000 end with the digit 6?

20. ## Civics

Which of the following are powers that are exercised by both the national government and state governments at the same time? A. concurrent powers B. enumerated powers C. prohibited powers D. reserved powers

21. ## Math

How many five-digit integers are perfect squares?

22. ## Bookkeeping

All of the following are primary reasons for updating a chart of accounts, except that A.it's easier to train bookkeepers. B.it's easier to eliminate business excess departments. C.auditing is simpler and less expensive. D.it's easier to gather data from

23. ## Maths

The number 1000 can be written in several ways as a sum of one or more consecutive positive integers, for instance, 1000=1000 (one summand) or 1000=198+199+200+201+202 (five summands). Find the largest possible number of summands in a representation of

24. ## MATH

Show that there are no positive integers n for which n4 + 2n3 + 2n2 + 2n + 1 is a perfect square. Are there any positive integers n for which n4 +n3 +n2 +n+1 is a perfect square? If so, find all such n.

25. ## Math

What powers of two prime numbers will give a product of 1000...000(this sign --> { below the 1000...000 and below this { telling 2012 zeros ) Please show your solution and how you did it. Thank you so much.

26. ## math

Any product of four consecutive integers is one less than a perfect square.(Hint: Take four consecutive integers as ) , m , m , mm +1 +2 +3

27. ## heeeeeeeeeeeeeelp maths

How many integers 1≤N≤1000 can be written both as the sum of 26 consecutive integers and as the sum of 13 consecutive integers?

28. ## math

2x is a perfect square, 3x a perfect cube, and 5x a perfect 5th power. Find the sum of the exponents in the prime factorization of the smallest such positive integer x. Thank you.

29. ## philosophy

Is this a valid argument? (P1) An extremely perfect fish cannot lack any perfection. (P2)A perfect fish lacking existence is less perfect than one that exists. ________________________________________ (C) An extremely perfect fish must exist.

30. ## Civics

Which of the following are powers that the U.S. government holds because these powers have generally been held by national governments A) enumerated powers B) implied powers C) inherent powers** D) prohibited powers

31. ## math

How many integers greater than 1 million and less than 4 million are squares of integers? A) 998 B) 999 C) 1000 D) 1998 Can you help and show me a faster way than listing it out!?

32. ## Integers

Integers greater than 1000 are created using the digits 2, 0, 1, 4 exactly once in each integer. What is the difference between the average of the largest and smallest of these integers that can be created this way?

33. ## math

how many integers x satisfy the condition that 2x & 3x are perfect squares.

34. ## Calc Help

demand = (p+1)sqroot(q+1)=1000. Find elasticity of demand at a price of \$39 per unit. I am really struggling with this problem is there anyone that can help me? i am not familiar with the terminology, but if you are trying to solve for p, it is not that

35. ## Grammar (Ms. Sue)

I apologize for asking the same question, but I misunderstood the directions. The following sentences are written in the present tense. Rewrite each sentence in each of the other five tenses. 1). I collect. 2). You split. 3). They teach. 4). We give. 5).

36. ## Math

1. Set I contains six consecutive integers. Set J contains all integers that result from adding 3 to each of the integers in set I and also contains all integers that result from subtracting 3 from each of the integers in set I. How man more integers are

37. ## GOVERNMENT

Are delegated powers the powers that can only be exercised by the National Government? Then, what about expressed powers, implied powers and inherent powers. Do they all fall under the category of expressed powers?

38. ## GOVERNMENT

Are delegated powers the powers that can only be exercised by the National Government? Then, what about expressed powers, implied powers and inherent powers. Do they all fall under the category of expressed powers?

39. ## Algebra

How many positive integers n≤1000 cannot be written in the form a2−b2−c2 where a,b and c are non-negative integers subject to a≥b+c?

40. ## Maths

Find the number of positive integers

41. ## math

According to the Journal of Irreproducible Results, any obtuse angle is a right angle! Here is their argument. Given the obtuse angle x, we make a quadrilateral ABCD with  DAB = x, and  ABC = 90◦, andAD = BC. Say the perpendicular bisector toDC meets

42. ## Math

Which numbers are perfect squares? A) 64 b)900 c)120 d)1000 e)100 F) 10 000 How do u know each number is a perfect square? A) 1225= 35x35 B) 484= 2 x 2 x 11 x 11 C) 2025 = 45(square) the area of this square is 289 square unit. How so u that it's perfect

43. ## maths

How many positive integers N are there such that the least common multiple of N and 1000 is 1000?

44. ## Civics

Which of the below concepts most closely relates to reserved powers, delegated powers, and concurrent powers? Shared powers*** The amendment process Judicial review Federalism

The power to establish local units of government such as counties and to control education are examples of_____ 1)reserved powers 2)delegated powers 3)implied powers 4)inherent powers Please help. thanks

46. ## English

1. Which mood is used in the following sentence? When will the tickets go on sale? a. indicative****** b. imperative c. conditional d. interrogative Please select the correct verb tense that is used in the sentences below. 2. That company has been making

47. ## MATH213

A student wants to know how many integers between 1 and 1000 are a multiple of 4 or a multiple of 5. She wonders if it is correct to find the number of those integers that are multiples of 4 and add the number of those that are multiples of 5. How do you

48. ## maths

How many integers appear in both of the following arithmetic progressions: A1:2,9,16,……,2+(1000−1)×7 A2:3,12,…,21,…,3+(1000−1)×9 Details and assumptions Since 2 appears in A1 but not in A2, it does not appear in both of the arithmetic

49. ## inTEGERS!

How many positive integers less than 1000 are odd but not a multiple of 5

50. ## English

Choose the progressive or emphatic verb tense that is used in each sentence. 18.Ms. Palmer has been organizing the class schedules for us. present perfect progressive past progressive present progressive 19.We had been listening to the radio when the

51. ## ALGEBRA!!!!

How many distinct integer values of N between 1 and 1000 are there, such that N=4a+b+4c and 2N=7a+6b+7c for some positive integers a, b and c?

52. ## algebra

1. (Given the simple interest formula, I = Prt, solve for t) 2.(Consecutive integers are integers that follow each other in order (for example 5, 6, and 7). The sum of three consecutive integers is 417. Let n be the first one. Write an equation that will

53. ## math - integers

The sum of 25 consecutive integers is 1000. What is the smallest integer used as an addendum?

54. ## Math

The sum of 25 consecutive integers is 1000. What is the smallest integer used as an addend.

55. ## Math

A toothpaste company did a survey at the mall. They found that 42.5% of those surveyed brushed their teeth twice a day. Which random numbers would you generate on a computer spreadsheet to simulate the survey? a. random integers from 425 to 1000 b. random

56. ## math

Show that there are no positive integers n for which n4 + 2n3 + 2n2 + 2n + 1 is a perfect square. Are there any positive integers n for which n4 +n3 +n2 +n+1 is a perfect square? If so, find all such n.

57. ## algebra

Find 2 consecutive integers, the smaller a perfect cube and larger a perfect square.

58. ## Civics

Which of the following are powers that the U.S. government holds because these powers have generally been held by national governments? A. enumerated powers B. implied powers ** C. inherent powers D. prohibited powers

59. ## college math

I do not understand a problem from a text book or how to solve the problem for the answer. Could shomeone show me the steps (show work) on how to solve this question. The sum of the intergers from 1 through n is n(n+1)/2. the sum of the squares of the

60. ## maths

Find the number of positive integers

61. ## Math ( Number Theory )

How many numbers from 1 to 1000 inclusive can be expressed as the sum of k >= 2 consecutive positive integers for some value of k ? Sorry to post question from Brilliant, I got 997 integers, but it's wrong. If you think you can answer ...

62. ## Combinatorics

How many even integers which are between 1 and 1000 (including 1 and 1000) and relatively prime to 105?

63. ## maths

How many positive integers N are there such that the least common multiple of N and 1000 is 1000?

64. ## math

An integer is randomly chosen from the integers 1 through 100, inclusive. What is the probability that the chosen integer is a perfect square or a perfect cube, but not both? Express your answer as a common fraction.

65. ## Civics

Which of the bellow concepts most closely relates to reserved powers, delegates powers, and concurrent powers? A) Shared Powers B) the amendment process C) Judical review D) Federalism

66. ## government

congress shares power with the president in the field of foreign affairs. what other powers do congress and the president share? a judicial powers b postal powers c territorial powers d war powers

67. ## algebra,math

i am clueless about this: (#1)What expression raised to the fourth power is 81x^12y^8z^16? (#2)Simplify each of the following expressions. Write your answers with positive exponents only. (x^2)^-3(x^-2) divided by (x^2)^-4 #1 answer (3x^3)(y^2)(z^4)

68. ## Government

1. In what ways are executive orders and agreements strong powers for the president? 2. Why might a president use these certain powers? I know that one reason is that executive orders and agreements are way easier to pass... they take less time and I

69. ## Math

Please show your solution and how you did it. Thank you so much. 1.If x and y are positive numbers such that x^y=y^x and y =2012x, what is x? 2. What powers of two prime numbers will give a product of 1000...000(this sign --> { below the 1000...000 and

70. ## math

How many integers x satisfy the condition that both 2x and 3x are perfect squares?

71. ## Mathematics

x and y are positive integers such that 6^x + 2^y + 2 is a perfect square. Find all possible values of x and y.

72. ## math,algebra

Use the five properties of exponents to simplify each of the following expressions (y^5)^3(y^3)^2 divided by (y^4)^4 can someone show me how to solve these types of problems (y^5)^3= y^15 multiply the powers (y^3)^2=y^6 multiply the powers again as you

73. ## math plllls heelp

How many integers 1≤N≤1000 can be written both as the sum of 26 consecutive integers and as the sum of 13 consecutive integers?

74. ## math

Let’s agree to say that a positive integer is prime-like if it is not divisible by 2, 3, or 5. How many prime-like positive integers are there less than 100? less than 1000? A positive integer is very prime-like if it is not divisible by any prime less

75. ## MATH

Let’s agree to say that a positive integer is prime-like if it is not divisible by 2, 3, or 5. How many prime-like positive integers are there less than 100? less than 1000? A positive integer is very prime-like if it is not divisible by any prime less

76. ## statistics

A lottery offers one \$10000 prize, one \$5000 prize and five \$1000 prizes. 1000 tickets are sold at \$30 each . Find the expectation if a person buys one ticket workings: 9970/1000+4970/1000+4850/1000-29790/1000 = -10000/1000 =-\$10

77. ## Algebra

Find the integers from 1 to 144 which are perfect squares and write the square root of each one.

78. ## college math

Suppose 32 = alpha*beta for alpha, beta reatively prime quadratic integers in Q[i] . Show that alpha = epsilon*gamma^2 for some unit epsilon and some quadratic integers gamma in Q[i]. Please help me . I got stuck with it! I'm not an expert in this stuff,

79. ## srinivas

How many positive integers lessthan2009 are divisible byany one perfect square greater than 1678?:

80. ## Maths

How many positive integers less than 1000 are there which contain at least one 4 or at least one 9 (or both)?

81. ## math

(MC) If the compound interest on \$1000 for two years at 9% p.a., payable half-yearly is \$x, find x. A) 1000x9/100x2 B) 1000(1+9/100)⁴ C) 1000(1+4.5/100)⁴ D) 1000(1+9/100)²-1000 E) 1000(1+4.5/100)⁴-1000

82. ## Math

Find the amount of money in the account at the end. \$1000.00, 4 years, 7% compounded semi-annually A=P(1+r/n)^nt r=0.07, t=4, P=\$1000.00, n=2 A=P(1+r/n)^nt A=\$1000.00(1+0.07/2)^2-4 A=\$1000(1.035)^8 A=\$1000(1.316809037) A=\$1,316.809037 My answer is:

83. ## Social Studies

What effect did John Hay's open door policy letters have on the imperial powers of Britain, France, Germany, Russia and Japan? A:It provoked the imperial powers to declare war on the united states B:It caused the imperial powers to restrict trade with

84. ## Science

Can you please help me solve this lab: Design an item no bigger than a 35 mm film conatiner that will float at the 400 ml mark in a 1000 mL graduated cyllinder with 800 mL of water in it. The item can only be made from "trash", recycled items and common

For how many positive integers 1≤k≤1000 is the polynomial fk(x)=x^3+x+k irreducible?

86. ## math

What is the largest integer less than 1000 that can be represented as a^3+b^3+c^3 for some integers a,b,c, such that a+b+c=0.

87. ## math

n and m are positive integers that satisfy n^3+2n^2=m^2. If 1≤n≤1000, how many possible pairs of (n,m) are there?

88. ## math

Let f(n)=1/1√+2√+1/2√+3√+1/3√+4√…1/n√+n+1−−−−√. For how many positive integers n, in the range 1≤n≤1000, is f(n) an integer?

Suppose a,b, and c are positive integers such that a+b+c+ab+bc+ca+abc=1000.

90. ## math

Let f(n)=1/√1+√2+1/√2+√3+1/√3+√4…1/√n+√n+1. For how many positive integers n, in the range 1≤n≤1000, is f(n) an integer?

91. ## History

Which correctly describes the positive impact of European imperialism? Imperialist powers promoted their own interests over the well-being of indigenous peoples. Imperialist powers sought social change through self-government. Imperialist powers provided

92. ## Latin

The perfect system of the indicative active includes what tenses? perfect, imperfect and future perfect right!

93. ## math

the integers from 1 to 1000 are printed on a list. how many times does the digit 8 appear?

94. ## Math

Find the sum of all primes a

Find the total number of integers between 10 and 1000 that are divisible by 3.

96. ## MaTh

Find the sum of all positive integers less than 1000 ending in 3 or 7.

97. ## math

Find the sum of all integers m that are less than 1000 and equal to n!+1−−−−−√ for some positive integer n.

98. ## MaTh

Find the sum of all positive integers less than 1000 ending in 3 or 7. What is the answer?

99. ## calculus

How many positive integers a (

100. ## math

How many integers from 1 to 1000 (exclusive) are divisible by the cube of an integer larger than or equal to 2?