$$ 1 f z = \sqrt { 3 } - i $$,find|z|,Arg(z),|z^7|, $$ A r g ( z ^ { 7 } ) $$. 相关知识点: 试题来源: 解析 $$ \frac { 5 \pi } { 6 } $$ 结果一 题目 【题目】H_2=√3-i .find |z|. Arg(z).|z?. Arg(z^7) 答案 【解析】(5π)...
this will help me to shift l and r) and slope can be find by use of its previous neighbour points to find neighbour of y=f(x),we need to find length of y so for given y=[a/x]+[b/x]+x-1 i need the range of the solution...
Simplify each of the following : (i)√2+1√2−1+√2−1√2+1(ii)√5+√3√5−√3+√5−√3√5+√3(iii)2√5+√3+1√3+√2−3√5+√2(iv)√7+√5√7−√5−√7−√5√7+√5 View Solution Expand: (i) (sqrt 3 + sqrt 2)^4 (ii) (sqrt 5 - sqrt 2)^5...
Find the modulus and argument of the following complex number:1+i1−i View Solution Find the pricipal argument of each of the following: (a)−1−i√3 (b)1+√3i3+i (c)sinα+i(1−cosα),0>α>π (d)(1+i√3)2
Answer to: Find a polynomial function of the lowest degree with rational coefficients that has the given numbers as some of its zeros. \sqrt{3}...
Answer to: Find the work done by the force field F in moving an object from P to Q. F(x, y) = 2y^(3/2) i + 3x*sqrt(y) j, P(1, 1), Q(2, 4). By...
Answer to: Find all the complex solutions of the equation. z^3 = sqrt 2 (1 + i) By signing up, you'll get thousands of step-by-step solutions to...
We quantified the orthogonality between the concept vectors as\(\Vert C - I\Vert ^2_F\), where\(\Vert A\Vert ^2_F\)is the Frobenius norm ofA:\(\Vert A\Vert ^2_F = \sqrt{\sum _{ij} A_{ij}^2}\). By definition, the cosine similarity between concepts of the same label is...
ByMurray Bourne, 23 Jun 2011 Challenge:What is the exact value for sine of 6 degrees? How about sine of 1 degree? Context:I received a delightful email from reader James Parent recently. He wrote: I have the exact answers for the sin of all integer angles. Has anyone done this before...
If we could find the shortest path then we would have the simplest exact representation of the target number. An Exact Answer is UnlikelyI suggested that all the real numbers are on a graph like this. However the graph is infinite and there are limits to what can be reached in a finite...