Interpretation:
The minimum uncertainty in the position of the
Concept Introduction:
The Heisenberg uncertainty principle says that it is impossible to know simultaneously both the momentum (
Mathematically,
For a particle having the mass
Where,
To calculate: Calculate the minimum uncertainty in the position of the
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Chemistry: Atoms First
- The uncertainty in the position of an electron moving with a velocity of 3.0×10² m/s accurate upto 0.011% will be (m=9.1×10³¹ Kg) Options: (a) 80×104m (b) 40×103 m (c) 1.75×103 m (d) 1.75×10-5 marrow_forwardConnect Mbox (-35 - lautryBend 866ren ation.com /imap/index.huol con cond Maps E essay 1- Google D.. Saved Check my work Be sure to answer all parts. Calculate the minimum uncertainty in the position of a 21.5-g bullet traveling at 667 m/s if the uncertainty in its velocity is the following: (a) + 1 percent Ax2 x 10 (b) + 0.01 percent Ax2 x 10 m ... hingarrow_forwardWhat are the values of the blanks? (1a, 1b, 1c, 2a, 2b, 2c)arrow_forward
- Question 4 (Problem 2.13) Make an accurate plot of Fe versus a for a Mg*- oʻpair. Consider the range of a from 0.2 to 0.7 nm. Hint: you should calculate the Fc for different values of a (0.2, 0.3, 0.4....0.7) Given: ko(Z¡q)(Z»g) F a 931.6e-19 С V=9e10 V.m/C Solution:arrow_forwardAt the muzzle of a rifle, the bullet velocity is about 900 m/s. if the bullet weighs 30 g and uncertainty in its momentum is 0.1%, how accurately can the position of the bullet be measured? 5.arrow_forwardind Flipgrid | alfarorms google Meet Joh Desmos | Scientific.. My Apps t Luis banuelos goal t to reflect your answers. ZOOM Background O Size AAA 2 NaNO3 + PbO > Pb(NO3)2 + Na,0 Agl + Fe (CO,), → Fel3 + Ag,CO, CH.O2 + CO, + H2O ZnSO, + LizCO, > ZNCO, + Li SO. V,O5 + Cas > CaO + V,S5 Mn(NO2)2 + BeCl2 > Be(NO)2 + MnCh AgBr + GAPO, → Ag PO, + GaBrs H2SO, +2 B(OH)3 → B2(SO.)3 * _6_ H20 S8 + O2> SO2 acerarrow_forward
- (3) What will be following the Commutator. [*, Px] value where, the x=x Px=-indarrow_forwardThe following are two sets of data for the atomic mass of antimony the work of Willard and McAlpine Set 1 Set 2 121.771 121.784 121.787 121.758 121.803 121.765 121.781 121.794 a) Determine the 95% confidence interval for each data set. b) Determine whether the 121.803 value in the first data set is an outlier for that set at the 95% confidence level. c) Use the t test to determine whether the means of the two data sets differ at the 95% confidence level. d) Use the F test to determine whether the variances of the two data sets differ at the 95% confidence level.arrow_forward한은편지함.. WLI > WLI News T.. Ellicott CiLy MD HO... I Review | Constants | Periodic Table appose that you were to solve this problem by the following method: 4x +8 60 4. 4. z+8 15 %3D -8 -8 7. %3D Part B The answer here, z =7, is not in the interval that you selected in the previous part. What is wrong with the work shown above? O in the last step, 15 should be subtracted from each side. O in the first step, 60/4 should yield 16, not 15. To correct the work shown before Part B O in the first step, both terms on the left should be divided by 4. O in the last step, the value 8 should be added rather than subtracted. Submit Request Answer tC Complete previous part(s) P Pearson ucation Inc. All rights reserved. Terms of Use l Privacy Policy I Permissions I Contact Us| 11: 1/2 ASUSarrow_forward
- (c) 4.48 M K3ASO4 lons: K+ K3+ AsO4 KAs+ O AsO43- [cation*] = M [anion]= M %3Darrow_forward2:25 1 Question 20 of 25 Submit Solve the following expression for x. What is (are) the value(s) of the positive root(s)? x² = 12.0 (0.200 – x) A) 0.197 B) 11.8, 0.205 C) 12.2 D) There are no positive rootsarrow_forwardA student is examining a bacterium under the microscope. The E. coli bacterial cell has a mass of m = 1.50 fg (where a femtogram, fg, is 105 and is swimming at a velocity of v = with an uncertainty in the velocity of 8.00 %. E. coli bacterial cells are around 1 m (10 m) in length. The student is supposed to observe the bacterium and make a drawing. However, the student, having just learned about the Heisenberg uncertainty principle in physics class, complains that she cannot make the drawing. She claims that the uncertainty of the bacterium's position is greater than the microscope's viewing field, and the bacterium is thus impossible to locate. 9.00 pm/s, 9.arrow_forward