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Answered on 27 Jan Learn Academic
Nazia Khanum
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2. Getting Started - Basics of Telugu Script:
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Vowels and Consonants: Understand the structure of Telugu script, including vowels ("Achulu") and consonants ("Hallulu").
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Lesson Posted on 16/04/2022 Learn Academic
Ravisha Gudwani
I work as Content Developer (IIT-JEE) in PrepLadder, giving online and home tuitions since 2018 and have...
Lesson Posted on 16/04/2022 Learn Academic
Mathematics : Arithmetic Progression
Ravisha Gudwani
I work as Content Developer (IIT-JEE) in PrepLadder, giving online and home tuitions since 2018 and have...
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Asked on 03/02/2022 Learn Academic
Hello
Are you conducting online or offline classes, what is the fee structure for pre kg
Lesson Posted on 01/07/2020 Learn Academic
Why do I need value addition courses over and above my under graduation?
Jagruthi Chopda
If your passion and profession are same, you are lucky. I am one of those whose passion and profession...
"Why do I need value addition over and above my under graduation?"
It is the most common question I've encountered on many occasions from my students. I would like to share some quick thoughts on why I feel it is essential for a person to have value addition in today's dynamic environment.
First and foremost, value addition does not only mean getting a professional qualification. It can be certified short term or medium-term courses.
It is something which helps a person become skilled and deeply knowledgeable in a particular subject or field which can be professional or one's passion.
It helps you stand out above the crowd when there is competition all around.
It doesn't take up too much of your time, a lot of value courses today hardly take a few weeks of your precious time and teach you relevant and essential things.
Experts teach the skills, and thier experience is very crucial, which helps you gain a deeper understanding without committing the same mistakes or facing similar situations.
It is cost-effective too as compared to many other professional courses which a person cannot take over without having to bear costs.
Value addition courses can be comfortably taken even after having a full-time job or a packed schedule.
I hope I have been able to throw some light on the importance of value addition courses. These are all my personal views.
read lessLesson Posted on 06/04/2020 Learn Academic
P. Taranadh
I can teach every topic very easily and make it stronger for the students.
Nothing is so beautiful as Spring –
When weeds, in wheels, shoot long and lovely and lush;
Thrush’s eggs look little low heavens and thrush
Through the echoing timber does so rinse and wring
The ear, it strikes like lightning to hear him sing;
The glassy peartree leaves and blooms, they brush
The descending blue; that blue is all in a rush
With richness; the racing lambs too have fair their fling.
What is all this juice and all this joy?
A strain of the earth’s sweet being in the beginning
In Eden garden. – Have, get, before it cloy,
Before it cloud, Christ, lord, and sour with sinning,
Innocent mind and Mayday in girl and boy,
Most, O maid’s child, thy choice and worthy the winning.
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Lesson Posted on 28/08/2019 Learn Academic
Biju George
I am Biju George, I am Ph.D. in Biotechnology with 5+ years of postdoctoral experience in Biotechnology....
Hi all,
Each somatic cell in human body possess same amount of DNA (3*10 9 bp). However, There are somatic cells which lacks some portion of the genome. These deletion are very essential for survial of the organism
Can you identify these somatic cells and the reason for carrying a shorter genome.
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Asked on 23/06/2019 Learn Academic
Will there be offline forms for admission to F.Y. B.Sc?
Asked on 22/01/2019 Learn Academic
What is the procedure for admission in Junior kg and how to apply? When will the admission form be out?
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Lesson Posted on 06/07/2018 Learn Academic
What is the maximum value of sinx + cosx ?
Bhabani Das
I am a Mathematics tutor. I have been in this profession about 5 years to go. My target is to make mathematics...
Solution:
There are different ways to solve this problem. I will discuss here the Derivative method.
Steps
1. Find the first derivative of the given function.
2. Equate the result of the first derivative to zero to get the critical points.
3. Find the second derivative of the function and check it is positive or negative or zero at the critical points.
Now Solving:
Let the given function is f(x) that is f(x) = sinx +cosx
Finding the first derivative
f'(x) = cosx - sinx
Equating it to zero
f'(x) =0
or, cosx - sinx =0
or, tanx =1
or, x = 45 Degree
Finding the Second Derivative
f"(x) = -(sinx+cox)
At x= 45 , f"(x) <0
That means x = 45 is the point of maxima.
Hence the maximum value of the function f(x) is
f(x= 45)
= sin 45 + cos 45
= Square Root 2 (Ans)
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