The force on the electron at origin should be calculated which gives the components F x and F y . Concept Introduction: The formula which is used to calculate the force between charged particles separated by distance is given by: F ( r ) = q 1 q 2 4 π ε 0 r 2 Where, F ( r ) = Force q 1 and q 2 is the charges of the two electrons. r is the distance between the electrons.
The force on the electron at origin should be calculated which gives the components F x and F y . Concept Introduction: The formula which is used to calculate the force between charged particles separated by distance is given by: F ( r ) = q 1 q 2 4 π ε 0 r 2 Where, F ( r ) = Force q 1 and q 2 is the charges of the two electrons. r is the distance between the electrons.
The force on the electron at origin should be calculated which gives the components Fx and Fy .
Concept Introduction:
The formula which is used to calculate the force between charged particles separated by distance is given by:
F(r)=q1q24πε0r2
Where, F(r) = Force
q1 and q2 is the charges of the two electrons.
r is the distance between the electrons.
(b)
Interpretation Introduction
Interpretation:
The potential energy of two electrons should be calculated.
Concept Introduction:
The energy which is possessed by an object or material due to its composition or position with respect to other objects or materialis said to be potential energy
The formula which is used to calculate the potential energy between charged particles separated by distance is given by:
A 2-step reaction has the following mechanism:
|
1. (fast) R2
R+R
2. (slow) R+Q
K₂ P
k_1
What series does it have?
(A). v=
-
= (k + k1 − k-1)[R2][Q]
(B). v=-k₁[R₂] + k₁[R]² - k₂[R][Q]
(C). v=k₂[R]²[Q]²
(D). v = k[R₂]1/2[Q]
Steps and explanations. Also provide, if possible, ways to adress this kind of problems in general.
Steps and explanations. Also provide, if possible, ways to adress this kind of problems in general.
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