2. Create a table to list the divisors of each of the following mnumbers. (a) 30 = 2-3-5 (b) 360 = 235 (c) 900 = 223252

Q: 5.) Simplify (102 48deg.) x ((11210deg)/(626deg))

A:

Q: What is 1,000x20,000

A:

Q: Find the tens' digit in the following product:4 x 5 x 6 x 7 x 8 x 9 x 10 x 11 x 12 x 13 x14 (A)0 (B)…

A: Explanation of the answer is as follows

Q: An English teacher needs to pick 66 books to put on his reading list for the next school year, and…

A: An English teacher needs to pick 6 books.Novels = 14Plays = 23Nonfiction books = 6Number of books =…

Q: Find the greatest common divisor of b. 224 and 430

A: We need to find the greatest common divisor (GCD) of 224 and 430 to find the GCD first we will do…

Q: How does the 2 in (152)(34) go to 6 instead of 1

A: Disjoint cycles: Two cycles  and  are said to be disjoint cycles if a point moved by thepermutation…

Q: Compute: (6358 - 5278) X 208

A: Since the numbers in expression 6358-5278×208 are given in octal number system, so first convert the…

Q: Determine the number of factors of each number (a) 35 x 58 (b) 28 x 172 x 77 (c) 56 x 138 x 2…

A:

Q: how did you go from 416424 to 4?

A:

Q: √3-4

A:

Q: What is the sum of the two largest prime factors of 770?

A: You need to express in terms of prime factors.

Q: Add and simplify 1/12 + 5/9

A: Given,

Q: The exponent of 11 in the prime factorization of 300! is

A: 300!=1×2×3×....×299×300 From 1 to 300 we have numbers 11, 22, 33, ..., 297 which are divisible by…

Q: 4. Rewrite n with a fractional exponent

A: Given,

Q: is 5227 divisible by 3

A: A number is divisible by 3 if the sum of the digits in the number is divisible by 3

Q: For many years, a state used 4 letters followed by 1 digit on its automobile license plates.…

A: licence plates : 4 letters followed by 1 digitletters : A to Z ;  n = 26digits : 0 to 9 ; n = 10

Q: How many even factors does the number 3,809,975,400 have?

A: We will use the basic knowledge of number theory and prime factorization to answer this question…

Q: (a) Write 2163 as a product of prime numbers. 11

A:

Q: The number 42 has the prime factorization 2- 3-7. Thus, 42 can be written in four ways as a product…

A: Factorise  910 inti prine factors and the find the required pairs.

Q: Was the highest power of 23 that will divide 5000! without leaving a remainder? (a) (b) 714 (c) 276…

A: We need to find ,  highest power of  23 that will divide 5000!. We know , highest power  m of any…

Q: Demonstrate below using “exploding dots” how to multiply 56826 x 5.

A: Solution: Here we have to compute the given multiplication by  exploding dots.

Q: 1. Find A -4A5 for 1025 A = -2 3 -1 2

A:

Q: (3) Find the prime factorization b. 180

A:

Q: What is the greatest common divisor of 24 and 44? n If n is a natural number such that gcd(800, n) =…

A:

Q: A nursery employee wishes to plant 7 aplle trees, 5 pear trees, and 10 apricot trees in one row.…

A: Given a nursery employee wishes to plant 7 apple trees, 5 pear trees, and 10 apricot trees in one…

Q: Use the numbers 5 and 4 to illustrate the commutative property of multiplication.

A:

Q: What is the remainder when 323232 is divided by 7?

A:

Q: The prime factorization of 2700 is given by: where a = 27002ª. 36.5c.7d A , b = A/ , C = A/,d=

A:

Q: Use prime factorization to find LCM(630,600)

A: To find LCM (630, 600) by using prime factorization

Q: 9472 dividd by 4 in steps

A: We know that Dividend = Divisor × Quotient + Remainder. For this problem Dividend = 9472 and Divisor…

Q: Division in 12-clock arithmetic can be defined using two different approaches: a) The missing factor…

A: We have to show 10÷11=2 by missing factor approach in 12-clock arithmetic. Let 10÷11=x…