# In DISCRETE MATHEMATICS & APPLICATIONS Write a note about application of mathematical induction in daily life. Give two examples (150 words).

Question
Math Word Problem
In DISCRETE MATHEMATICS & APPLICATIONS Write a note about application of mathematical induction in daily life. Give two examples (150 words).

2020-11-13
Step 1
To write:
Application of mathematical induction in daily life.
Step 2
Discrete mathematics:
discrete mathematics is the study of mathematical structure that is the countable or otherwise distinct and separable structure that are discrete are combination ,graphs, and logical statement \discreate structure can be finite or infinite.
example:-
In a line of closely arranged dominoes if the first domino falls then all the dominos will fall because if any one domino falls it means that the next domino will fall too

### Relevant Questions

in DISCRETE MATHEMATICS & APPLICATIONS Write a note about application of mathematical induction in daily life. Give two examples.
The order of operations in math is like punctuation placement and order of words in English, the order matters. Write a sentence in English that can have two different meanings depending on punctuation, then write a mathematical expression whose value can be different depending on the order.
b.)Explain the meaning of any notation used in the problem and in your solution.
c.)Describe the mathematical concept(s) that appear to be foundational to this problem.
d.)Justified solution to or proof of the problem.
Find the greatest common divisior of a,b, and c and write it in the form ax+by+cz for integers x,y, and z.
a=26,b=52,c=60
Find the greatest common divisor (a, b) and integers m and n such that (a, b) = am + bn.
a = 65, b = -91
b.) Explain the meaning of any notation used in the problem and in your solution.
c.) Describe the mathematical concept(s) that appear to be foundational to this problem.
Montarello and Martins (2005) found that fifth grade students completed more mathematics problems correctly when simple problems were mixed in with their regular math assignments. To further explore this phenomenon, suppose that a researcher selects a standardized mathematics achievement test that produces a normal distribution of scores with a mean of $$\mu= 100\ and\ a\ standard\ deviation\ of\ \sigma = 24$$. The researcher modifies the test by inserting a set of very easy problems among the standardized questions and gives the modified test to a sample of n = 36 students. If the average test score for the sample is M = 120, is this result sufficient to conclude that inserting the easy questions improves student performance? Use a one-tailed test with $$\alpha = .05$$.
The null hypothesis in words is ?
What does it mean to say that algebra is a written language? How would I express an algebraic expression such as for example, numerator $$\displaystyle{3}{x}^{2}+{5}{y}$$ and 2 as the denominator, in words?