<p>A uniform electric field exists in a region of space Vector E(x,y) = (A<span

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<p>A uniform electric field exists in a region of space Vector E(x,y) = (A<span>X^2)X hat + (By) y hat.&#160;</span>exists in a region of space. Calculate the potential difference between the origin and a point (x₀, y₀) over a path:</p>
<p>a.) In two steps, horizontally to (x₀, 0), and then vertically to (x₀, y₀).</p>
<p>b.) Along a parabolic path:Y= - (y0/2x^2) x^2 + ( 3y0/2x0) x&#160;&#160;Hint: How should this answer differ from part a?</p>

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