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2 answers:
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Answer:
D.
Step-by-step explanation:
Given the inequality simply the expression operating the common terms (the terms are common when have the same variables and exponents).
In our occasion the common terms are and
and 3 and 7. So operate this two term for simply in one.
Now substract -10 in both sides of the inequality and get the result:
For each of the following distance matrices of graph, the
- The diameter = 3
- The radius of the graph is given as 2
This is used to refer to the fact that there would be a maximum distance that exists between the pair of vertices.
<h3>What is the radius of the graph</h3>This used to refer to the minimum eccentricities of the vertices
<h3>What is the center of the graph?</h3>This is used to show all of the vertices that have minimum eccentricities.
<h3>How to solve the matrix</h3>We have
e 1 = 3
e 2 = 3
e3 = 2
e4 = 3
e 5 = 3
e 6 = 3
e 7 = 3
e8 = 2
e 9 = 3
e 10 = 2
Then the the diameter = maximum eccentricity = 3
The radius = minimum eccentricity = 2
center = [3, 8,10]
Read more on matrices of graphs here
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Answer:
66
Step-by-step explanation:
96 x 68 %
= 66