Given y = (radical 2x-1) + (radical 1-2x) + half, find the value of one part of X + one part of Y

√(2X-1） √（1-2X)
Because the radical must be greater than or equal to 0, so
2X-1≥0
1-2X≥0
So, 1-2x = 0, x = 1 / 2
Y=0+0+1/2=1/2
1/X+1/Y=4

RELATED INFORMATIONS

1. When n = 1,2,3,4,5, is the value of the algebraic formula n & sup2; - 3N + 7 prime? Are you sure that for all natural numbers, the value of the formula n & sup2; - 3N + 7 is prime?
2. 6 (X & sup2; - 2x + 1) / the third power of X - 3x & sup2; + 3x-1, this topic is written in the form of fraction, but I can't type out the fraction, please forgive me, ask to find out the integer value of X when the value of this fraction is an integer, please write the process of solving the problem, the answer is useless, I'm going to school tomorrow, please write how to simplify the denominator,
3. The square of the root sign (2x) - how much is the square of X? 2x is connected, not twice the square of X,
4. Help to solve equation with formula method 2x^2-4x-1=0 5x+2=3x^2 (x-2)(3x-5)=1 Cuboid wooden box is 8dm in height, 5DM more in length than in width, and 528dm ^ 3 in volume
5. X ^ 2-2 radical 3x + 2 = 0
6. There is a set of formulas: 1 + 1,2 + 3,3 + 5.1 + 7,2 + 9,3 + 11,1 + 13. So the formula of drink is 1997, the () formula from left? The sum of the 1999 formula?
7. If the meaning of * is a * b = (a + b) / AB, find the value of 2 * (- 4) * 3! I can't understand the meaning! Is 2 * (- 4) equal to 2 + (- 4) / 8? Then the result is multiplied by 3?
8. -3x square times - (3x) cube -What's the square of 3x times the cube of - (3x) Is it positive or negative, is it to the 5th power of 3x, or is it to the 5th power of - 3x
9. Add 4 to a number, multiply 4, subtract 4, divide 4, the result is still 4. What is this number? Don't answer. I know
10. The formula x divided by Y is equal to more than 50 4. When y is the minimum, x equals (), X must be a multiple of 5 after adding () at least fast
11. 1. In trapezoid ABCD, AD / / BC, diagonal AC is perpendicular to BD, AC = 6, BD = 8, find the height of trapezoid 2. In the trapezoid ABCD, AD / / BC, ad and BC intersect at one point, AC = 12, BC = 8, BD = ad = 5, find the height of the trapezoid 3. In the isosceles trapezoid ABCD, AD / / BC, ab = CD = 2, ∠ bad = 120 ° AC bisects ∠ bad to find the perimeter of the trapezoid ABCD 4. The cross section of a reservoir dam is trapezoidal ABCD, AD / / BC, ∠ ABC = 45 ° and the back water surface is ab. now the bus is renovated. The slope ∠ ABC is changed from 45 ° to ∠ AEC = 30 ° and the measured AB = 20m. The length of the ground width be after the renovation is calculated 5. In the quadrilateral ABCD, one set of opposite sides AB = DC = 4, the other set of opposite sides ad is not equal to BC, m, N and H are the key points of AD, BC and BD respectively, ∠ abd = 30 ° (1) find the length of MH; (2) find the length of Mn
12. Without changing the value of the fraction, the numerator and denominator of the following formulas are changed into integers. (1) x + 13y12x-y (2) 0.2A + 0.5b0.7a-b
13. （1）3^2009-3^2008 （2）（-2）^101+（-2）^100 Because I didn't grasp the skills... So I need someone to click
14. Mode equation 3 / (2x) = 1 / (x + 3)
15. Second grade mathematics volume II P76 exercise 18.2, No.3,
16. There are two villages a and B on the same side of the expressway. The vertical distances from them to the straight line Mn where the expressway is located are Aa1 = 2km, BB1 = 4km and A1B1 = 8km respectively. An exit P should be set between A1B1 of the expressway to minimize the sum of the distances between a and B villages and P. what is the shortest distance?
17. (2 + 1) × (2's square + 1) × (2's fourth power + 1) - 2's eighth power
18. Square of 1 + square of 2 + square of 3 + square of 4 + +What is the final number of the square of 1999?
19. Given a = 84, find the value of the algebraic formula A-4 / A ^ 2-9 / 1 / A-3 * a ^ 2 + 2a-3 / A ^ 2-8a + 16 It's better to have a process, if not, give the answer directly
20. Observation formula: 1 = 1 square, 1 + 3 = 4 = 2 square, 1 + 3 + 5 = 9 = 3 square This law is expressed by algebraic expression (n is a positive integer) 1 + 3 + 5 + 7 + 9 + ＋（2n－1）＝（　　　） emergency