Answer:
This is incomplete, but i will answer it in a general way.
A function is something like y = f(x)
You can think in a function like a "machine", that eats an input (x) and transforms it into an output (y).
The functions have a rule: For all the possible inputs, the function can transform them into only one output.
This means that if we have for an input x1.
f(x1) = y1 and f(x1) = y2
So f(x) maps x1 into two different values, y1 and y2, then this is not a function.
Now, you want to change the point (1, 4) of a relationship in order to transform it into a function (so in the relation R we have two points with x = 1, and differet values of y). Then you need to choose the option that in the x-component does not have the same value that one of the other data points of the relation.
<h2>height = 8cm</h2><h2>_______________</h2>
<u>Step-by-step explanation:</u>
<h3>base = 4cm</h3><h3>area = 16cm²</h3>
height = ?
area = 1÷2 × base × height
16cm² = 1/2 × 4cm × height
height = (2 × 16)÷4
<h3>height = 8cm</h3><h2>_______________</h2><h2>FOLLOW ME</h2>
2x10^2 is greater because it’s going to equal 200 and 3^3 +9 only equals 36 and by how much it would be 164!
12 male professors
10 female professors
11 male teaching assitants
6 female teaching assitants
-------------------------------------
39 persons
[17 teaching assistants + 10 female non teaching assistant] /39 persons = 27/39 = 9/13
Answer: 9/13
Answer:
Excluded values are any given number(s) that can make an expression's denominator zero.
First you set the denominator equal to zero, like so:
(x-1)(x+7) = 0
Now you can see if you make each (x-1) and (x+7) equal to zero:
<u>x-1=0 x=1</u>
<u>x+7= x=-7</u>
Excluded values:
From my understanding 1 and -7 would be the excluded values.
