358461 A conducting square loop of side length ' \(d\) ' with its edges parallel to \(x\)-axis and \(y\)-axis move with velocity \({v_0}\widehat i\) in a region having magnetic field \(\overrightarrow B = \frac{{{B_0}x}}{a}\widehat k\). Find the induced emf.

358462 An electric potential difference will be induced between the ends of the conductor shown in the figure, if the conductor moves in the direction shown by

358463 Figure shows a copper rod moving with velocity \(v\) parallel to a long straight wire carrying current 100A. Calculate the induced emf in the rod, where \(v = 5\;\,m{s^{ - 1}},\,a = 1\;\,cm,\,b = 100\,\;cm.\)

358464 A wire bent as a parabola \(y=k x^{2}\) is located in a uniform magnetic field of induction \(B\), the vector \(B\) being perpendicular to the plane \(x y\). At \(t = 0\), conducting rod starts sliding from the vertex \(O\) with a constant acceleration \(a\) linearly as shown in figure. Find the emf induced in the loop.

358465 A thin semicircular conducting ring \((P Q R)\) of radius \(r\) is falling with its plane vertical in a horizontal magnetic field \(B\), as shown in figure. The potential difference developed across the ring when its speed is \(v\), is

358461 A conducting square loop of side length ' \(d\) ' with its edges parallel to \(x\)-axis and \(y\)-axis move with velocity \({v_0}\widehat i\) in a region having magnetic field \(\overrightarrow B = \frac{{{B_0}x}}{a}\widehat k\). Find the induced emf.

358462 An electric potential difference will be induced between the ends of the conductor shown in the figure, if the conductor moves in the direction shown by

358463 Figure shows a copper rod moving with velocity \(v\) parallel to a long straight wire carrying current 100A. Calculate the induced emf in the rod, where \(v = 5\;\,m{s^{ - 1}},\,a = 1\;\,cm,\,b = 100\,\;cm.\)

358464 A wire bent as a parabola \(y=k x^{2}\) is located in a uniform magnetic field of induction \(B\), the vector \(B\) being perpendicular to the plane \(x y\). At \(t = 0\), conducting rod starts sliding from the vertex \(O\) with a constant acceleration \(a\) linearly as shown in figure. Find the emf induced in the loop.

358465 A thin semicircular conducting ring \((P Q R)\) of radius \(r\) is falling with its plane vertical in a horizontal magnetic field \(B\), as shown in figure. The potential difference developed across the ring when its speed is \(v\), is

358461 A conducting square loop of side length ' \(d\) ' with its edges parallel to \(x\)-axis and \(y\)-axis move with velocity \({v_0}\widehat i\) in a region having magnetic field \(\overrightarrow B = \frac{{{B_0}x}}{a}\widehat k\). Find the induced emf.

358462 An electric potential difference will be induced between the ends of the conductor shown in the figure, if the conductor moves in the direction shown by

358463 Figure shows a copper rod moving with velocity \(v\) parallel to a long straight wire carrying current 100A. Calculate the induced emf in the rod, where \(v = 5\;\,m{s^{ - 1}},\,a = 1\;\,cm,\,b = 100\,\;cm.\)

358464 A wire bent as a parabola \(y=k x^{2}\) is located in a uniform magnetic field of induction \(B\), the vector \(B\) being perpendicular to the plane \(x y\). At \(t = 0\), conducting rod starts sliding from the vertex \(O\) with a constant acceleration \(a\) linearly as shown in figure. Find the emf induced in the loop.

358465 A thin semicircular conducting ring \((P Q R)\) of radius \(r\) is falling with its plane vertical in a horizontal magnetic field \(B\), as shown in figure. The potential difference developed across the ring when its speed is \(v\), is

358461 A conducting square loop of side length ' \(d\) ' with its edges parallel to \(x\)-axis and \(y\)-axis move with velocity \({v_0}\widehat i\) in a region having magnetic field \(\overrightarrow B = \frac{{{B_0}x}}{a}\widehat k\). Find the induced emf.

358462 An electric potential difference will be induced between the ends of the conductor shown in the figure, if the conductor moves in the direction shown by

358463 Figure shows a copper rod moving with velocity \(v\) parallel to a long straight wire carrying current 100A. Calculate the induced emf in the rod, where \(v = 5\;\,m{s^{ - 1}},\,a = 1\;\,cm,\,b = 100\,\;cm.\)

358464 A wire bent as a parabola \(y=k x^{2}\) is located in a uniform magnetic field of induction \(B\), the vector \(B\) being perpendicular to the plane \(x y\). At \(t = 0\), conducting rod starts sliding from the vertex \(O\) with a constant acceleration \(a\) linearly as shown in figure. Find the emf induced in the loop.

358465 A thin semicircular conducting ring \((P Q R)\) of radius \(r\) is falling with its plane vertical in a horizontal magnetic field \(B\), as shown in figure. The potential difference developed across the ring when its speed is \(v\), is

358461 A conducting square loop of side length ' \(d\) ' with its edges parallel to \(x\)-axis and \(y\)-axis move with velocity \({v_0}\widehat i\) in a region having magnetic field \(\overrightarrow B = \frac{{{B_0}x}}{a}\widehat k\). Find the induced emf.

358462 An electric potential difference will be induced between the ends of the conductor shown in the figure, if the conductor moves in the direction shown by

358463 Figure shows a copper rod moving with velocity \(v\) parallel to a long straight wire carrying current 100A. Calculate the induced emf in the rod, where \(v = 5\;\,m{s^{ - 1}},\,a = 1\;\,cm,\,b = 100\,\;cm.\)

358464 A wire bent as a parabola \(y=k x^{2}\) is located in a uniform magnetic field of induction \(B\), the vector \(B\) being perpendicular to the plane \(x y\). At \(t = 0\), conducting rod starts sliding from the vertex \(O\) with a constant acceleration \(a\) linearly as shown in figure. Find the emf induced in the loop.

358465 A thin semicircular conducting ring \((P Q R)\) of radius \(r\) is falling with its plane vertical in a horizontal magnetic field \(B\), as shown in figure. The potential difference developed across the ring when its speed is \(v\), is