Answer:
187
Step-by-step explanation:
I'm not entirely Sure but I Believe the answer is
$80.24
Answer:
a equation: shows the equal value of two expressions
a inequality: shows that an expression is lesser than or more than the other
Step-by-step explanation:
they are not the same solution a being and equation and b being inequality
correct me if im wrong please because im not pretty sure i haven't done this in a while.
have a good day lovely <3
Relations are functions if every input has exactly one output
So, the first on is a function because each x value has one y value. Meaning, for example, (3,2), 3 is the x value, which is the input, and 2 is the y value which is the output. But within that set of relations, 3 only has one output which is 2.
The second one is not a function because 2 has 2 outputs. (2,3) and (2,5). 2 has an output of 3 and 5. Every input can only have one output. So this isn't a function
The third one isn't a function because 6 has two outputs. (6,3) and (6,6). 6 has two outputs of 3 and 6, so it's not a function
The last one isn't a function either because 6 has two outputs. (6,8) and (6,4). 6 has the outputs of 8 and 4. So, it is not a function
Hope that helps :)
For the set B= { 3, 5, 7, ,9 , 12, 17, } determine n(B)
n is asking for the count of numbers in the set.
Set B has 6 numbers.
n(B) = 6
