The graph is not found here, but a residual plot shows that the line of best fit is appropriate for data when points are well distributed on the x-axis.
<h3>What is a residual plot?</h3>
A residual plot is a diagram showing residual values on the Y-axis and an independent variable on the X-axis.
This type of plot (residual plot) is used to see the matches between observed and fitted response values.
In conclusion, the graph is not found here, but a residual plot shows that the line of best fit is appropriate for data when points are well distributed on the x-axis.
Learn more on residual plots here:
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Consider the following code segment. String[][] arr = {{"hello,", "hi,", "hey,"}, {"it's", "it is", "it really is"}, {"nice", "g
katrin2010 [14]
"Hi, it is great to get to see you again." would be printed when the code segment is executed.
<h3>The kinds of data type.</h3>
Basically , there are five (5) main recognized data types used in computer programming and these include the following:
- Floating point type (float).
<h3>What is a string?</h3>
A string can be defined as a data type which is commonly used for data values that contain ordered sequences of characters. Also, a string can either contain a single character or be entirely empty.
For instance, "Hello world" is a typical example of a string in computer programming.
Based on the given code segment, "Hi, it is great to get to see you again" would be printed when it is executed by using a compiler.
Read more on a string here: brainly.com/question/25619349
So the equation is 2x^2 + 7x + 3 = 0, let’s factor this out: 2x^2 + 6x + x + 3 = 0, so 2x(x+3) + 1(x+3) = 0, so (2x+1)(x+3)=0, so x = -1/2 or -3
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which part of the question would u like help with and I can answer it for you. ask in different way
Answer:
"The pen is mightier than the sword" is a saying that many people learn as children. Of course, it means that ideas that are expressed in writing can be much more consequential than violence. Words can influence and inspire countless people, and they can live on indefinitely.
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