Answer and explanation:
<h2>h</h2>
<em>Subtract h + j + 2k = 16 by 4h + 4j + 2k = 5</em>
<em> </em> h + j + 2k = 16
-(4h + 4j + 2k = 5)
-3h - 3j = 11 <em>Then add 3j to both sides to get -3h alone</em>
-3h = 11 + 3j <em>Now divide both sides by -3 to get h</em>
h = =
<h2>j</h2>
<em>Plug in h and k to h + j + 2k = 16 </em>---> + j + 2(1) = 16
<em>Then add any like terms together</em> + 2j = 16
<em>Add on both sides</em> 2j = + 16
<em>Divide both sides by 2</em>
<em>You can divide a fraction by a fraction, so you do kcf</em> j = · =
<h2>k</h2>
<em>Multiply h + j + 2k = 16 by 2</em> ---> 2h + 2j + 4k = 32
<em>Then subtract 2h + 2j + 4k = 32 by 2h + 2j + k = 31</em>
<em> </em>2h + 2j + 4k = 32
-(2h + 2j + k = 31)
3k = 1 <em>Divide both sides by 3 to get k</em>
k = 1
Answer:
x= -5/3
Step-by-step explanation:
Move all the terms that don't contain x to the right side and solve.
Hope this helps :)
Hmmm recall, p=3, and "p" is the distance from the vertex to either, the focus or directrix, so if the focus is 3 units to one-side of the vertex, the directrix is 3 units to the other side
check the picture below
Combine the like terms:
-15 - 19 = -34
6x - 20x = -14x
The answer would be -34-14x or -14x-34
G(x) = x - 3
The - 3 in this question will move the graph down by 3.
Compare the points made by f(x) and g(x)
f(x)
(0,0);(1,1);(2,2)
g(x)
(0,-3);(1,-2);(2,-1)
Therefore, the answer is D.