<p>Please answer the questions and give my an explanation.</p>
<p>4) Less government spending is ------ of this political party, a belief shared by most party members.</p>
<p>C a tenet
E a prospectus
—Both seem to have the same meaning</p>
<p>5) 1, 2, 3
If m, n, and k are to be assigned different values from the list above, how many different values will be possible for the expression (m+n)^k
A 3
B 4
C 5
D 8
E 9</p>
<p>6) After the first term in sequence of positive integers, the ratio of each term to the term immediately preceding it is 2 to 1. what is the ratio of the 8th term in thus sequence to the 5th term?</p>
<p>A 6 to 1
B 8 to 5
C 8 to 1
D 64 to 1
E 256 to 1</p>
<p>Another thread!</p>
<p>6) Just assign values, as follows:</p>
<p>First term: 1 (for example)
2nd: 2 (ratio 2:1)
3rd: 4 (ratio 2:1)
4th:8
5th:16
6th:32
7th:64
8th:128.</p>
<p>The question asks for the ratio: 8th to 5th. So:</p>
<p>ratio= 8th/5th= 128/16= 8</p>
<p>Which means that the ratio is 8:1.</p>
<p>The answer is C.
I’m still working on the other two.</p>
<p>Well, after checking the meaning of both words in # 4 at <a href=“http://www.dictionary.com%5B/url%5D”>www.dictionary.com</a> I have concluded that he answer is:
tenet. choice C.</p>
<p>Tenet: a belief or project agreed upon by an organization.
Prospectus: A formal legal summary of a proposed venture or project.</p>
<p>I’m stumped on # 5.</p>
<p>I came upon 3, for number 5.
Because there are 9 diff. Ways, but 3 of those will be the same, and another 3, with the K, will be the same. So minus 6. I don’t know if its correct</p>
<p>I also got 3 for number 5</p>
<p>5:</p>
<p>(3+2)^1 = 5
(1+2)^3 = 27
(3+1)^2 = 16</p>
<p>no other combos</p>
<p>so answer is 3</p>
<p>(1+2)^3 = 27
(1+3)^2 = 16
(2+1)^3 = 27
(2+3)^1 = 5
(3+1)^2 = 16
(3+2)^1 = 5</p>
<p>So there are 3 different values that can be obtained, 27, 16, and 5</p>
<p>EDIT: brundi got it posted before me :)</p>
<p>Oh, now get it.</p>
<h1>5:</h1>
<p>(1+3)^2 = 16
(2+1)^3 = 27
(2+3)^1 = 5
(3+1)^2 = 16
(3+2)^1 = 5
(1+2)^3 = 27</p>
<p>Three different values!!</p>
<p>Ohh… thanks for the help</p>