MATH 156 Week 6 Assignment Ch 4 and Ch 5 Test

In this document of MATH 156 Week 6 Assignment Ch 4 and Ch 5 Test you will find the next information:

1) Find all the factors of the number. 45
2) Decide whether or not the first number is divisible by the second. 235,950; 30
3) Decide whether or not the first number is divisible by the second. 480,0 87; 4
4) Identify the number as either prime or composite. 23
5) Find all values of the missing digit that make the statement true. 74,3_2 is divisible by 6.
6) Zero is a multiple of every number.
7) Identify the number as either prime or composite. 113
8) Write the word or phrase that best completes each statement or answers the question. Construct a factor tree for the given number.
9) Choose the one alternative that best completes the statement or answers the question. Find the prime factorization of the number, and write it in exponent form.
10) Find the GCF of the numbers. 12, 21, 30
11) Find the least common multiple for the numbers. 120 and 30
12) Bob's frog can travel 5 inches per jump, Kim's frog can travel 9 inches, and Jack's frog can travel 13 inches. If the three frogs start off at point 0 inches, how many inches will it be to the next point that all three frogs touch?
13) Perform the computation. 2 + ( -4)
14) Write the subtraction as an addition. 35 - ( -43)
15) Compute the value of the given expression.
16) List the numbers in increasing order. -34, -86, -93, -50
17) The stock market gained 21 points on Tuesday and lost 30 points on Wednesday. It had closed at 2630 points. Where did the market close on Wednesday?
18) Perform the indicated operation. ( 5)( -3)( -9)
19) Perform the indicated operation. ( -51) ? 3
20) Evaluate the expression. -17n, for n = 12
21) Identify the property or theorem which justifies the statement. 6 ? 1 = 6
22) Compute.
23) Compute.
24) If x is positive and y = -x, then x + y = 0.
25) If x and y are both integers, then

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