|
|
Aaradhya SharmaEduRev Mathematics |
|
Aaradhya Sharma
EduRev Mathematics
|
Content, tests & courses saved by you for accessing later. (visible to you only)
Currently preparing for
 | Personal Skills |
| Art & Craft |
 | Class 9 |
 | Banking Exams |
 | IT & Software |
| Class 11 |
| Class 12 |
 | Railways |
| Current Affairs |
 | Civil Engineering (CE) |
 | Defence |
| Insurance |
| French |
 | Teaching |
Top Scoring Tests by Aaradhya
Divisibility Test - MCQ Test | 20/20 |
Test: Coordinate Geometry- 4 | 45/45 |
Test: Magnetic Force | 40/40 |
Test: Introduction to Inverse Trigonometry | 40/40 |
Test: Basic Trigonometric Formulas | 40/40 |
Test: Squares And Square Roots- 1 | 40/40 |
Test: Differentiation Of Exponential Functions | 40/40 |
Test: Motion in a Plane- 2 | 60/60 |
Test: Coordinate Geometry- 5 | 45/45 |
Test: Basics of Cube & Cube Roots | 30/30 |
Rated 5 
by Aaradhya
by Aaradhya
Discussed Questions
|
Sidharth Gupta upvoted • Jun 28, 2023 |
Any one got admission in bits pilani or iits or nits or iits?
|
Lekshmi Saha answered |
Admission in BITS Pilani, IITs, NITs, or IIITs
BITS Pilani
Birla Institute of Technology and Science Pilani (BITS Pilani) is one of the most sought-after engineering colleges in India. To get admission in BITS Pilani, a candidate has to appear for the BITSAT (Birla Institute of Technology and Science Admission Test) exam, which is an online entrance test.
... more
|
|
Sidharth Gupta upvoted • Jul 25, 2022 |
Full form of icu?
|
|
Mansi Raghuwanshi answered |
Intensive care unit
|
|
Sidharth Gupta upvoted • Apr 06, 2022 |
What is verbal communication?
|
|
Nimisha Chittora answered |
Verbal Communication refers to the act of sharing information between individuals by the use of speech or words.
The effectiveness of the verbal communication depends on the tone of the speaker, clarity of speech, volume, speed, body language and the quality of words used in the conversation.
The verbal communication is applicable in both the formal and informal kind of situations.
The effectiveness of the verbal communication depends on the tone of the speaker, clarity of speech, volume, speed, body language and the quality of words used in the conversation.
The verbal communication is applicable in both the formal and informal kind of situations.
|
|
Sidharth Gupta upvoted • Jan 03, 2022 |
The good jewellery Dad (a)/gave Sara for graduation cost more (b)/than the cheap leather wallet that David (c)/got as his reward for finishing high school. (d)/- a)The good jewellery Dad
- b)gave Sara for graduation cost more
- c)than the cheap leather wallet that David
- d)got as his reward for finishing high school.
Correct answer is option 'B'. Can you explain this answer?
The good jewellery Dad (a)/gave Sara for graduation cost more (b)/than the cheap leather wallet that David (c)/got as his reward for finishing high school. (d)/
a)
The good jewellery Dad
b)
gave Sara for graduation cost more
c)
than the cheap leather wallet that David
d)
got as his reward for finishing high school.
|
|
Muskan Thakur answered |
The correct option is b cos sara is singular n after a singular noun there is s or es applied with the noun
What was Jack's full name?- a)Walter Braden Jack Finey
- b)Stephen Jone Jack
- c)Ray Douglas Bradbury
- d)None
Correct answer is option 'A'. Can you explain this answer?
What was Jack's full name?
a)
Walter Braden Jack Finey
b)
Stephen Jone Jack
c)
Ray Douglas Bradbury
d)
None
|
|
Sidharth Gupta answered • Jan 03, 2022 |
A is the correct answer.. for Deep learning DM me
What is force of attraction?
|
|
Sidharth Gupta answered • Jan 03, 2022 |
When two objects starts attracting each other when both are in their range of attraction
A solid shift to transmit 112.5 kw at 230 rpm taking allowing shear stress as 212 N /mm2 , find suitable diameter for the shaft. If the maximum torque transmitted at each revolution exceeds the mean by 20%?
|
|
Sidharth Gupta answered • Jan 03, 2022 |
Use dimensional analysis for this ... but if u need better answer or easy approach to solve this just DM me once
The significant figures in 3400 are- a)2
- b)5
- c)6
- d)7
Correct answer is option 'A'. Can you explain this answer?
a)
2
b)
5
c)
6
d)
7
|
|
Sidharth Gupta answered • Jul 10, 2021 |
3 and 4 are the significant and remaining 2 zeroes are non significant
What is the role of mullerian factor in Sex direction?
|
|
Sidharth Gupta answered • Jul 10, 2021 |
Sexual dimorphism in the reproductive tract is a product of Müllerian inhibiting substance (MIS), as well as the sex steroids. Males with a genetic deficiency in MIS signaling are sexually males, leading to the presumption that MIS is not a neural regulator.
After absorbing a slowly moving neutron of mass mN (momentum ~ 0) a nucleus of mass M breaks into two nuclei of masses m1 and 5m1 (6m1 = M + mN), respectively. If the de Broglie wavelength of the nucleus with mass m1 is λ, the de Broglie wavelength of the other nucleus will be [AIEEE 2011]- a) 5λ
- b) 25 λ
- c) λ
- d) λ/5
Correct answer is option 'C'. Can you explain this answer?
After absorbing a slowly moving neutron of mass mN (momentum ~ 0) a nucleus of mass M breaks into two nuclei of masses m1 and 5m1 (6m1 = M + mN), respectively. If the de Broglie wavelength of the nucleus with mass m1 is λ, the de Broglie wavelength of the other nucleus will be [AIEEE 2011]
a)
5λ
b)
25 λ
c)
λ
d)
λ/5
|
|
Sidharth Gupta answered • Jul 10, 2021 |
Use conservation of momentum and lemda = h/p where p is momentum
An electron of charge e coulomb passes through a potential difference of V volt. Its energy in joule will be- a) V/e
- b) 1 e V
- c) e/V
- d) V
Correct answer is option 'B'. Can you explain this answer?
a)
V/e
b)
1 e V
c)
e/V
d)
V
|
|
Sidharth Gupta answered • Jul 10, 2021 |
Potential difference is Energy per unit charge..
so from this defination . energy = ev
In a few plant cell which can be most useful cloning vector-- a)PBR322
- b)Ti plasmid
- c)retrovirus
- d)all
Correct answer is option 'B'. Can you explain this answer?
In a few plant cell which can be most useful cloning vector-
a)
PBR322
b)
Ti plasmid
c)
retrovirus
d)
all
|
|
Sidharth Gupta answered • Jul 09, 2021 |
Ya Ti plasmid is the right answer.
|
|
Sidharth Gupta asked • Aug 04, 2020 |
Hey guys one beautiful reasoning question for u convert [11 thousand 11 hundred 11] into numerical figure answer after thinking ?
|
|
Khaja Moinuddin answered |
It is 11×1000+11×100+11=12111
|
|
Sidharth Gupta asked • Jul 18, 2020 |
A proton, a deutron and an α-particle having the same kinetic energy are moving in a circular trajectories in a constant magnetic field. If rp , rd and rα denote, respectively the radii of the trajectories of these particles, then
- a)rα=rp = rd
- b)rα> rd > rp
- c)rα=rp < rd
- d)rα=rd > rp
Correct answer is option 'C'. Can you explain this answer?
A proton, a deutron and an α-particle having the same kinetic energy are moving in a circular trajectories in a constant magnetic field. If rp , rd and rα denote, respectively the radii of the trajectories of these particles, then
a)
rα=rp = rd
b)
rα> rd > rp
c)
rα=rp < rd
d)
rα=rd > rp
|
Tejas Verma answered |
|
|
Sidharth Gupta asked • Jul 05, 2020 |
How many of u using nta testing abhiyas app for preparation give ur feedback about this app?
|
Rafiq Ahmed answered |
Installed h but Abhi tk ek bhi test ni diya
|
|
Sidharth Gupta asked • Jul 03, 2020 |
Hey guys neet postponed give ur opinion in comment ?
|
|
Kaneez Fatima answered |
It is better to postpone but i think it downs our prepration
|
|
Sidharth Gupta asked • Jul 01, 2020 |
Can i get edurev infinity for free?
|
Riya Banerjee answered |
EduRev app has very reasonable price for courses and you will also get a good discount by using different methods given below:
1. EduRev Money: I earned EduRev money by referring EduRev app to my siblings. You can earn Rs.50 EduRev money for each successful referral, which you can use to purchase or extend EduRev Infinity package. There’s an option of “Share app with a friend” you can refer the app from there.
2. Coupon Code: "You can try using the coupon code 'STAYHOME250', which will give an instant discount of Rs.250 on EduRev Infinity package or partner courses. Also, if you've EduRev Money as well, EduRev algorithms pick up multiple coupons & offer the most relevant discount for you
These are the ways which I know. I am sure there can be other ways to get instant discounts too. One can easily reach team EduRev at support@edurev.in and can get themselves informed of other ways.
|
|
Sidharth Gupta asked • Jun 25, 2020 |
CCongratulations guys uncertainty of 2020 cbse exam over exams cancelled now results on basis of internal marks ?
|
Nutan Jaiswal answered |
And what about neet and jee
i have heard that they too may get cancelled and selections in colleges will be now on the basis of their class 12th result....
i have only heard this, i am not sure...
i have heard that they too may get cancelled and selections in colleges will be now on the basis of their class 12th result....
i have only heard this, i am not sure...
|
|
Sidharth Gupta asked • Sep 30, 2019 |
I'm preparing for jee but I don't have vry hard questions of anyone has any source of difficult questions then please tell me?
|
|
Pracheta Rathod answered |
Ohhh..
|
|
Sidharth Gupta asked • Aug 27, 2019 |
How many of u seriously preparing for jee advance?
|
|
Manpreet Kalra answered |
Noo
|
|
Sidharth Gupta asked • Aug 06, 2019 |
Number of ways of arranging 5 identical balls to 3 different bags?
|
|
Nitya Yadav answered |
Number of Ways of Arranging 5 Identical Balls to 3 Different Bags
There are several ways to approach this problem. One way is to use a combination of stars and bars method.
Step 1: Visualize the Problem
We have 5 identical balls and 3 different bags to place them in. We need to find the number of ways we can arrange these balls in the bags.
S... more
The stars and bars method is a combinatorial technique used to count the number of ways to distribute identical objects into distinct groups. In our case, the stars represent the balls and the bars represent the boundaries between the bags.
Step 3: Applying the Stars and Bars Method
To solve this problem, we can use the stars and bars method with a slight modification. We will use 2 bars to divide the 5 stars (balls) into 3 groups (bags).
Step 4: Arranging the Stars and Bars
We can visualize the arrangement as follows:
* | * * * | *
In this arrangement, the first bag contains 1 ball, the second bag contains 3 balls, and the third bag contains 1 ball. We can also represent this arrangement using numbers:
1 3 1
Step 5: Counting the Arrangements
We need to find the number of ways we can arrange the stars and bars. In this case, we have 2 bars and 5 stars, so we can use the formula:
C(n+k-1, k-1)
where n is the number of stars and k is the number of bars. Plugging in the values, we get:
C(5+2-1, 2-1) = C(6, 1) = 6
Therefore, there are 6 different ways to arrange the 5 identical balls into 3 different bags.
Summary
Using the stars and bars method, we determined that there are 6 different ways to arrange 5 identical balls into 3 different bags. This method allows us to count the number of ways to distribute identical objects into distinct groups, and can be applied to various combinatorial problems.
There are several ways to approach this problem. One way is to use a combination of stars and bars method.
Step 1: Visualize the Problem
We have 5 identical balls and 3 different bags to place them in. We need to find the number of ways we can arrange these balls in the bags.
S... more
The stars and bars method is a combinatorial technique used to count the number of ways to distribute identical objects into distinct groups. In our case, the stars represent the balls and the bars represent the boundaries between the bags.
Step 3: Applying the Stars and Bars Method
To solve this problem, we can use the stars and bars method with a slight modification. We will use 2 bars to divide the 5 stars (balls) into 3 groups (bags).
Step 4: Arranging the Stars and Bars
We can visualize the arrangement as follows:
* | * * * | *
In this arrangement, the first bag contains 1 ball, the second bag contains 3 balls, and the third bag contains 1 ball. We can also represent this arrangement using numbers:
1 3 1
Step 5: Counting the Arrangements
We need to find the number of ways we can arrange the stars and bars. In this case, we have 2 bars and 5 stars, so we can use the formula:
C(n+k-1, k-1)
where n is the number of stars and k is the number of bars. Plugging in the values, we get:
C(5+2-1, 2-1) = C(6, 1) = 6
Therefore, there are 6 different ways to arrange the 5 identical balls into 3 different bags.
Summary
Using the stars and bars method, we determined that there are 6 different ways to arrange 5 identical balls into 3 different bags. This method allows us to count the number of ways to distribute identical objects into distinct groups, and can be applied to various combinatorial problems.
|
|
Sidharth Gupta asked • Aug 05, 2019 |
Any one got admission in bits pilani or iits or nits or iits?
|
|
Lekshmi Saha answered |
Admission in BITS Pilani, IITs, NITs, or IIITs
BITS Pilani
Birla Institute of Technology and Science Pilani (BITS Pilani) is one of the most sought-after engineering colleges in India. To get admission in BITS Pilani, a candidate has to appear for the BITSAT (Birla Institute of Technology and Science Admission Test) exam, which is an online entrance test.
... moreFetching relevant content for you
|
© EduRev
|
Education Revolution
|
|
Signup on EduRev and stay on top of your study goals
10M+ students crushing their study goals daily