Physics
Grade-9
Easy
Question
Electrical energy is changed to ____ in buzzer.
- Heat energy
- Light energy
- Sound energy
- Chemical energy
Hint:
The buzzer converts electrical energy into sound energy.
The correct answer is: Sound energy
Electrical energy is changed to sound energy in buzzer.
- The electrical energy generated in a circuit is converted into some other forms of energy.
- The energy forms depend on the electric load.
- When current passes through a buzzer, electrical energy changes into sound energy.
Related Questions to study
Physics
Electrical energy is changed to ____ in light bulbs.
Electrical energy is changed to ____ in light bulbs.
PhysicsGrade-9
Physics
What can be added to make the electrons flow in this electric circuit?
![](data:image/png;base64,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)
What can be added to make the electrons flow in this electric circuit?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
What can be added to make the electrons flow in this electric circuit?
![](data:image/png;base64,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)
What can be added to make the electrons flow in this electric circuit?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
What cannot be added to make the electrons flow in this electric circuit?
![](data:image/png;base64,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)
What cannot be added to make the electrons flow in this electric circuit?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
What can be added to make the electrons flow in this electric circuit?
![](data:image/png;base64,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)
What can be added to make the electrons flow in this electric circuit?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Which of these will form an electric circuit?
Which of these will form an electric circuit?
PhysicsGrade-9
Physics
A device which is used to open or close the flow in a circuit is
A device which is used to open or close the flow in a circuit is
PhysicsGrade-9
Physics
How are these two bulbs connected in this electric circuit?
![](data:image/png;base64,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)
How are these two bulbs connected in this electric circuit?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Find the odd one out
Find the odd one out
PhysicsGrade-9
Physics
When we turn the switch to the “off” position the circuit becomes
When we turn the switch to the “off” position the circuit becomes
PhysicsGrade-9
Physics
Electric current is the flow of
Electric current is the flow of
PhysicsGrade-9
Physics
Will electrons flow in this electric circuit?
![](data:image/png;base64,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)
Will electrons flow in this electric circuit?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXcAAACoCAYAAAAb366wAAANBElEQVR4nO3dwW8bZR7G8ccrzg5Orpse6nDyriJVRloRuLWxCdxgcQAJIXZFMZx22xVSIlEFEYS77AZxoGlFKg6IpKW51ZC2UXuwQUpIqlRdJCRwD8kenZr6H3j3MDvjmSZukhLX9i/fjzTKjP3O63fS5Jnx7524MeecEwDAlN+1ewBA2ywuSj09UizmLYuL0qFDje35+XaPEHhohDu6UziEw0tPj/Tss9LGxs59HD0qTU013wa6GOGO7hQO4UuXJOekmRmpXpcWFqQ339xdPz09rRkf0GaEO+x44w0plWr3KICOQLjDho0N6f33pR9/lOJx6cQJaXS0Ua45eXJrjX0nU1ONtocOSefPt/44gH1CuKP7vfiiF76nTnnBPjXl1c/n5qJX8nutqf/6q7S6KuVy3snjb3/bXS0f6ACEO7rfpUvS+ro0MeHV3P/yl8ZV9uOPR9vupcY+MSEdOSL985/edr0uLS/vz5iBFiPcYUN/v/Tee9LQkLe9nyWU/v796wt4RAh3YCc3b7Z7BMCeEe6wwZ9Q/e47b/tPf4o+f/GiF9KnTjUeu3lTuncvuh329ddev6dPe9v9/dILL+z/2IEWiPHxA+hKhw5tP7mZSknZrPTxx9724qJ3i+TGhjfZ+sc/Nk4A/f1euNfrje2pKW+CdmhIun278Vw2692Bc/Ro648N2AeEOwAYRFkGAAwi3AHAoMfaPQAcbLHd/KVoF6PqiXYh3NF2VgPQ+okLnY2yDAAYRLgDgEGEOwAYRLgDgEGEOwAYRLgDgEGEOwAYdKDvc+c+ZLQaP2OdwerfUjzIgQ536WD+o3cS6+HHz1f7Wf8Za4ayDAAYRLgDgEGEOwAYRLgDgEGEOwAYRLgDgEGEOwAYRLgDgEGEOwAYRLgDgEGEOwAYRLgDgEEH/oPD0H4H9YOdgFYi3NFWfGoi0BqUZQDAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAwi3AHAIMIdAAx6rN0DaIVYLNaStpLknNvrcADgkTMZ7lJrQnivJwIAaBfKMgBgEOEOAAYR7gBgkNmaOwC79jr/tdv2lm6YINwBdKX9DmJrN0xQlgEAgwh3ADCIcAcAgwh3ADCIcAcAgwh3AOgCt27dUm9vr2Kx2K7u7CHcAaCJzc1Nvf3225FQffLJJ3X69OmH6i+bzSoWiymbze5538HBQX355Ze7bk+4A0ATr776qs6cOaPh4WFVq1WNjY1pZWVF77777r70Pzc3t6ewj8fju+47Eu4DAwPB2Sm89Pb2anR0VJubm3sbOQB0sStXrkiSXnvtNfX19WlyclKJROKh+1tYWJBzTgsLC5Kk27dv78s4txMJ9y+++CJYL5VKcs6pWCyqVqvpwoULeuedd3bscLsz0Z07d3ZdJwKATpFMJiVJp06dCi5u7969K+dc5GJ4YGBAknT27NnggliSxsfHI2389Ww2q/HxcX344YeSvJOI/1y5XNbZs2cj7Xt7ezU+Ph4Zm1/i8UtFt27dijy/Y1lmZGRE6XR619+M7c5EP/300673B4BOMT8/r2QyqZWVFT3xxBMaHx8PQn5paSlo98EHH0iSbty4oUQioVqtpjt37mhycjJos7S0pEwmE2xPTk6qUChIkjKZjJxzcs6pXq/rrbfe0t27d7W2tqZCoaBarabV1dXI2DY3N1WpVJRIJLSysqKLFy9GB+9CSqWSk+QkuVKp5KrVqpuennaSXCKRcGtra84554rFokun00HbRCLhZmdn3djYWPDYTkuhUNjSTzKZdLOzs25tbc0lEong8Uwms20fuVzOra2tRR7zx9sKreoXwN604nexWZ/VatUVCgWXTCaDvCuVSs4553K5nJPkxsbGgj78HCwWi0Gm5vN555wLsiyTyTjnnCsUCpFt51yQiX6fYeGMrlar2/YZHE+zHcNLIpFwxWLROeeC8Ewmk65arQYHl0gkmg423K+vUqkEjxWLRVcsFoPtSqUS9CPJpdPp4ID9b3D44Py2uVzugf9IvxXhDnSGRxnuYfl8PpJ3s7OzQd4Vi0WXTCaDC85CoRBkk39hvJtwD18A32+7LG0W7k3LMqVSSdVqVdPT06rVanruuef0zTff6Pjx43LO6ZdfflFfX5+OHDkiSarVas262tbMzIwkKZ1Oa2RkRCMjI0F969q1a5G2CwsL+uGHH+Sc09LSUjCh4bc7d+6cJAX1KwD4rcrlclDP9r3yyiuSGnl37NgxJRIJLS8v6/LlyxoeHtbg4KASiYSuX7+u69evK5PJaHBwcNev6+fgb/XAmntfX5+OHz8e1Ik+/fRTSd6kQTabVTab1UcfffRQL+zXj1ZWVoJJgUqlIkm6d+/elnGE1/P5vCSvvl8ul1WpVJTP53X48OGHGgsANLOysqJyuazNzU199dVXkhoB3NfXp9HRUdVqNV29elXPP/+8JGl4eFjLy8u6cuWKXn/99R1fY3l5WXNzcxoYGAgmZ8+dO6fNzU2Vy+VgArZerwf77Hj3YrNLfr+mdP9lv/+2xK8hhcsnzd5mbPdWwu/n/rcSvvv7DfNLOul0OuinUqlE3ta0Qqv6BbA3rfhdvL/ParXqxsbGIqVgheb6fOGSsl8qDs9V+vwSjr9MT0+7SqUS6X9sbMxVq9Ug1/w+8vm8K5VKkbnIZDIZvI6/zM7ONo4nfDAPmlDV/2tAftDn83lXqVQiE6LONULZn2RNJpORoJ6ennbpdDqo1ev/9Si/zp5Op4MJjGbh7lzjhOMf+IP+kfYL4Q50hkcR7t0ucjT3n6H8JZ1OB8X92dnZ4OyRSCQid7Lkcrltz0TOuUi7TCazZQbaPxMVi8Utd8skk8ktA79/AjZyUIQ7YBrhvrOYc935nwbOzc3p5ZdfVj6f12effRZ5LhaLteT/QmxVvwD2phW/i9Z+v7sq3Mvlsp555hnl83nNzc1Jkn7++efIhKtEuAPWEe4768oPDjtz5ox6e3t148aNLcEOAOiyK/fd4sodsI0r95115ZU7AODBCHcAMOixdg8AAB4GHyH+YIQ7gK6zl9q4tVr6blGWAQCDCHcAMIhwBwCDCHcAMIhwBwCDzN4tw21SAA4yk+G+29ueDuotUgDsoywDAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAYR7gBgEOEOAAY91u4BANuJxWLtHkJLOefaPQQYR7ijY1kNQOsnLnQGyjIAYBDhDgAGEe4AYBDhDgAGEe4AYBDhDgAGEe4AYNCBv8+de47RDvzcodUOdLhb/SMZC6yHHz97aDXKMgBgEOEOAAYR7gBgEOEOAAYd6AlVdDbrk6pAKxHu6EjcTQL8NpRlAMAgwh0ADCLcAcAgwh3dYWNDGh2VenqkWMxbenq8xzY22j06oOMQ7uh8GxvS0JB04YLU3y+tr0sTE1K97j22vNzuEQIdh3BH5/vHP7yAj8elb7/1Av6996RUqt0jAzoW4Y7O9/333tennvKC3fef/0jOSS+8sH3Z5umnpfPnpcVF6dChxuPh9T/8wXv+k0+i+4bbPPtso/Rz/ry3T7jdJ594z4X3efrp6DrwqDmg03kR7tyJE83b5HJem1TKufV15yYmGvtduuQt/nYq5dy1a4194nGvjxMnGm1yOa9NKuVtZ7POra42np+Z8RZ/e3U1+hrxuLeP5NzQ0KP5PgEhXLmj+21seLV3Sfr737eWbb7+Otp+YkI6elT661+97Xpdmp+Ptpmb89q89JK3vbAgnT3rradS0htveIv/TuLy5ej+U1NeCck5qVzen+ME9oC/UEX3+O9/t388PKHa09NYf/zxB+939OjOrxmu6//4Y+Pr/R+NUK9Ht8PjANqAK3d0vmzW+/rtt9HH/dr3nTuNx+7da6z/+qv3tdnE6+JiY71ZGPuBHo9Lv/+9tz405BdfGsvHH+/uWIBHhHBH5wuXT0ZHvfX3328E7+HDXuBK0r//7ZVpws//+c/R/q5e9dr861/ediq19Sr+/Hnp5k3p88+97dHRRj/ffeedGG7elE6e9E4y3GuPTtPuoj+wKzMzjcnN8MTom296E6jr640JTH8ZGvL2cy462Rlesllv4tS56IRqeGI0l/P699v09zee7+9vvEb48Xi80S/QBjHn+Pg9HADz89KLL3rr6+vRWyp9J096V/OplHebJdDFKMvg4NnpL1r9cg7Qxbhyx8HQ09O4oyUe967kw3X2xUXp2LHGtv8xB0CXItwBwCDKMgBg0P8Ai8hbDK/EGqEAAAAASUVORK5CYII=)
PhysicsGrade-9
Physics
Will electrons flow in this electric circuit?
![](data:image/png;base64,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)
Will electrons flow in this electric circuit?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Will electrons flow in this electric circuit?
![](data:image/png;base64,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)
Will electrons flow in this electric circuit?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Will electrons flow in this electric circuit?
![](data:image/png;base64,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)
Will electrons flow in this electric circuit?
![](data:image/png;base64,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)
PhysicsGrade-9