Mathematics Scholars

Good evening 😊 everyone, Happy Sunday ❣️.

Now yesterday's Question 😁
🔥
What is the mode of the median in ;
2,5,6,1,8,9,9,10,6,3&6?
😼

Let's see what it is
But first what is
Mean,median &mode

★Mean- is the addition of all the numbers divided by the №of numbers 😂....hope u get 🚶
Ex:- find the mean of
2,3&4
Mean={2+3+4}/3=9/3
Mean=3//

Very easy 👍
Now what's median 🤗
★Median:- This is the middle number of a sequence provided that the numbers are arranged from smallest to biggest🔥
Ex- find the median of 1,3,4,2,9,7
First u rearrange
1,2,3,4,7,9
Looking at this we have 2 middle numbers which are 3&4 ryt?
But we can't pick both,so..... We say
Median=3+4/2=3.5//
(It's like we finding the mean of it but it's only when we have 2 middle numbers)
But in situations like
Find the median of
1,2,3
The median is simply 2//
Next mode 👌
★Mode:- it's this one that gives headache 😣, mode is the value with the highest number of frequency 😜
Example 😼🔫
In
10,10,5,9,5,10
We can clearly see 10 appeared thrice
So we can say the mode is 10 not 3
Bcos 10 is the number itself
Now lets face the Question 😉
Looking at yesterday's Question 👀
The median is 6.....am sure u know 😊
Now what is the mode of 6??
Ewww 🤢 that's wierd 😏 lolz 😂 the answer is 6
Why? 6 is the only number and the only one with the highest number
So the answer is 6😼

★For those in the group tricked ya 😜★

Hope u learnt a few things today at least to refresh ur memory,
And if u enjoyed it pls 😊;
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https://youtu.be/6E45UfKuhzg
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Note: there is a difference between
(-2)² and -2²
(-2)²=(-2)(-2)=4
And -2²=-(2²)=-(4)=-4
Pls let's be enlightened 🤾

Happy sunday everyone ❣️,let's read this till the end and learn something,also a class work is at the end .Pls like ,react and comment (you are also permited to share post if it really paid off)

4 method to solve Nⁿ=N

(1) Nⁿ=N
Cancel both bases
n=1

(2) Nⁿ=N
Divide both sides by N
Nⁿ÷N=1
Nⁿ-¹=1
Remember anything raise to power 0 is 1
So let's Say N⁰=1
Therefore
Nⁿ-1=N⁰
Cancel both bases
n-1=0
n=1
Let's go further 😈

(3) Nⁿ=N
Add (in) to both sides 😁
In Nⁿ=inN
nInN=inN
Divide both sides by inN
n=1

(4)Nⁿ=N
Add in to both sides 😁
inNⁿ=inN
nInN-inN=0
Factorize
n-1(inN)=0
Therefore like quadratic equation
n-1=0
n=1
And
InN=0
Add e to both sides to clear in
N=e⁰
N=1

Moral lesson 🤔:::you can do maths the easy way or the hard way
What method did you like ,pls leave me a comment 🙏 if u learnt something and also try this
With any method you like

Nⁿ=N³

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