The graph below is a portion of a complete graph. Which graph below is the complete graph assuming it is an even function
2 answers:
⭐Hola User_______________
⭐Here is your Answer. ...!!
_______________________
↪Actually welcome to the concept of the Graphs ..
↪Basically the given half graph is a parabolic graph of equation
↪y^2 = 4ax ...
↪thus the 3 graph option is the completion of the graph in the question ..
↪Option d.)
_________________________
<h2>
Answer:</h2>
Option: d is the correct answer.
<h2>
Step-by-step explanation:</h2>
We know that a even function is a function that satisfy the symmetry relations.
The graph of a even function is symmetric about the y-axis.
i.e. when the graph f such a function is reflected about the y-axis then it remains unchanged.
From the given graphs we see that the graph of an even function is represented by: Graph d.
( Since when graph d is reflected across the y-axis then the graph remains unchanged)
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Answer:
acute-angled
Step-by-step explanation:
It doesn't have a right angle and one of its corners isn't for than 90 degrees
I hope this helps you
[20x^2/4x^2y]+[4xy^2/4x^2y]-[8y^2/4x^2y]
[5/y]+[y]-[4y/x^2]
I’m pretty sure it’s 2 1/8
Answer:
True
Step-by-step explanation:
First statement
[a b c | d][x]
[a b c]x=d
ax+bx+cx=d
Second statement
Ax=d
Given that A = [a b c]
[a b c]x=d
ax+bx+cx=d
ax+bx+cx=d
Then, they are going to have the same solutions
That's easy 172.1 times 10 with the exponent of 7
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