The Eladr Protocol is a decentralized, security and efficiency enhanced Web3 noSQL database powered by IPFS as the data storage layer https://ipfs.io/, and the Cardano block chain as the rewards token platform, https://cardano.org/. It provides a JSON based, IPFS layer 2 solution for data indexing and retrieval in an 'append only' file system built with open source Node.js API libraries.

The ELADR token was designed to incentivize and reward community members as a proof of contribution. Token holders are also granted access to EduLadder.com premium features as well as associated ELADR token enabled apps.

WHITE PAPER Buy NowReal Problems! Real Experts!

Join Our Telegram Channel !

In eduladder you can Ask,Answer,Listen,Earn and Download Questions and Question papers.

Watch related videos of your favorite subject.

Connect with students from different parts of the world.

Apply or Post Jobs, Courses ,Internships and Volunteering opportunity. For FREE

See Our team

Wondering how we keep quality?

Got unsolved questions? Ask Questions

We launched Anonymous immutable internet on eladr protocol

For any question or query please joinOur Telegram Channel !

Try BETA

Youtube Videohttps://www.youtube.com/watch?v=ySLPZu3Jxro

FrontEnd BackEnd

We are looking for some great and cool people to work with us. Please sent your resume to admin@eduladder.com

Checkout our YouTube channel for video tutorials and learn more about Eduladder.

Searching for :You are assigning the task of deciDate:2022-12-06 18:32:27Done by:Anonymous user(Visitor)

Searching for :ResearchDate:2022-12-06 18:03:42Done by:Anonymous user(Visitor)

View All

You might be intrested on below oppertunities Show me All

Posted By:Eduladder

### Similar Questions

**Let V be the real vector space of all polynomials of degree less than or equal to 2 with real coefficients. Let T : V → V be the linear transformation given by (Gate 2018 engineering mathematics)**

1 Answer

**Let C([0, 1]) be the real vector space of all continuous real valued functions on [0, 1], and let T be the linear operator on C([0, 1]) given by (Gate 2018 engineering mathematics)**

1 Answer

**Let M2(R) be the vector space of all 2 2 real matrices over the field R: Define the linear transformation S : M2(R) ! M2(R) by S(X) = 2X + XT ; where XT denotes the transpose of the matrix X: Then the trace of S equals .**

0 Answer

**Let L 2 ([0, 1]) be the Hilbert space of all real valued square integrable functions on [0, 1] with the usual inner product. Let φ be the linear functional on L 2 ([0, 1]) defined by (Gate 2018 engineering mathematics)**

0 Answer

**Consider the polynomial p(X) = X4 + 4 in the ring Q[X] of polynomials in the variable X with coefficients in the field Q of rational numbers. Then (gate 2018 engineering mathematics)**

1 Answer

**Let A be a 3 × 3 matrix with real entries. If three solutions of the linear system of differential equations x ̇(t) = Ax(t) are given by (Gate 2018 engineering mathematics)**

0 Answer

**The dimension of the vector space of 7 × 7 real symmetric matrices with trace zero and the sum of the off-diagonal elements zero is**

1 Answer

**What is the correct translation of the following statement into mathematical logic? “Some real numbers are rational” -gate-computer science-2012**

1 Answer

**Consider the Linear Programming Problem (LPP): (Gate 2018 engineering mathematics)**

1 Answer

**Two systems with impulse responses h1 (t) and h2 (t) are connected in cascade. Then the overall impulse response of the cascaded system is given by GATE-Instrumentational Engineering-2013**

1 Answer

**If the A- matrix of the state space model of a S ISO linear time invariant system is rank deficient, the transfer function of the system must have GATE-Instrumentational Engineering-2013**

1 Answer

**C onsider two functions 𝑓(𝑥) = (𝑥 − 2)2 and 𝑔(𝑥) = 2𝑥 − 1, where 𝑥 is real. The smallest value of 𝑥 for which 𝑓(𝑥) = 𝑔(𝑥) 𝑖𝑠 _______.**

1 Answer

**For a position vector r x y z i j k the norm of the vector can be defined as 2 2 2 r x y z . Given a function ln r , its gradient is (Gate 2018 Mechanical engineering)**

0 Answer

**Eigen values of a real symmetric matrix are always -gate-mechanical-2011**

1 Answer

**The eigenvalues of a Hermitian matrix are all**

1 Answer

**The real root of the equation 5x − 2cosx −1 = 0 (up to two decimal accuracy) is ____. (Gate mechanical engineering 2014)**

1 Answer

**Let f be a three times continuously differentiable real valued function on (0, 5) for all x ∈ (0, 5). If P(x) is a polynomial of degree ≤ 2 such that P(1) = f(1), P(2) = f(2) and P(3) = f(3) then |f(4) – P(4)| equals _______________**

1 Answer

**For real numbers α1 and α2 exact for all polynomials of degree ≤ 1 then 2α1 + 3α2 equals _______**

0 Answer

**Let f : X → Y be a continuous map from a Hausdorff topological space X to a metric space Y . Consider the following two statements (gate 2018 engineering mathematics)**

1 Answer

**The number of regular singular points of the differential equation [(x − 1)2 sin x]y 00 + [cos x sin(x − 1)]y 0 + (x − 1)y = 0 in the interval 0, π 2 is equal (Gate 2018 engineering mathematics)**

1 Answer

### Notes

**MA2161 MATHEMATICS II**

**MA2161 MATHEMATICS II**

**DIGITAL SIGNAL PROCESSING 10CS752**

**MA2111 Mathematics - I**

**GRAPH THEORY AND COMBINATORICS(10CS42)**

**Gate-2018-engineering-mathematics**

**MA2211 TRANSFORMS AND PARTIAL DIFFERENTIAL EQUATIONS**

**Curvature**

**RTOS - Real-Time Operating Systems soon**

**VTU syllabus 2010 [Mathematics] common to all branches [10MAT31] Engineering**

## Let V be the real vector space of all polynomials of degree less than or equal to 2 with real coefficients. Let T : V → V be the linear transformation given by (Gate 2018 engineering mathematics)

Asked On2019-05-31 06:27:49 by:gokilapriya

Taged users:

Likes:

gokilapriyaSuvitha

Dislikes:

Be first to dislike this question

Talk about this Like Dislike

Download question setAnswersAnswer: Range 5 to 5Likes:

Be first to like this answer

Dislikes:

Be first to dislike this answer

Talk about this Like Dislike

## You might like this video:Eucleadian vector space -Physics

Watch more here

## Watch more videos from this user Here

Learn how to upload a video over here

Lets together make the web is a better placeWe made eduladder by keeping the ideology of building a supermarket of all the educational material available under one roof. We are doing it with the help of individual contributors like you, interns and employees. So the resources you are looking for can be easily available and accessible also with the freedom of remix reuse and reshare our content under the terms of creative commons license with attribution required close.

You can also contribute to our vision of "Helping student to pass any exams"with these.Answer a question:You can answer the questions not yet answered in eduladder.How to answer a questionCareer:Work or do your internship with us.Work with usCreate a video:You can teach anything and everything each video should be less than five minutes should cover the idea less than five min.How to upload a video on eduladder