If voltage remains constant and resistance is increased, the amperage will decrease per Ohm's Law.
In general, increased resistance will lower current draw. See ohm's law (V = IR)
If the voltage is doubled and the resistance is halved, according to Ohm's Law (V = IR), the current would actually increase by four times. Doubling the voltage increases the driving force for the current, while halving the resistance decreases the opposition to the current flow. Therefore, the correct outcome is that the current would increase by four times, not one of the options provided.
If the resistance connected to a battery is cut in half, the current flowing through the circuit will increase, following Ohm's Law (I = V/R). Since the voltage (V) from the battery remains constant, halving the resistance (R) results in doubling the current (I). Consequently, the power dissipated in the circuit, calculated using the formula P = I²R, will increase, as the increase in current outweighs the decrease in resistance. Overall, the total power consumed by the circuit will rise.
If all environmental conditions remain constant then the resistance will not change appreciably with applied voltage, but the current will increase. An increase in current will raise the temperature of the conductor which will increase the resistance somewhat.
if we remove a resistor from the parallel connection the effective resistance value will be increased.
In general, increased resistance will lower current draw. See ohm's law (V = IR)
decrease
Increase resistance
If you increase the number of bulbs in a circuit, the resistance in the circuit will increase, causing the motor's speed to decrease. If you decrease the number of bulbs, the resistance in the circuit will decrease, causing the motor's speed to increase.
That's what "resistance" is all about: reducing the current for a given voltage. In fact, you can DEFINE resistance as voltage divided by current.
To increase (current) flow in a circuit you increase voltage (or decrease resistance). Ohm's Law: Current = Voltage divided by resistance
Increase
You cannot increase amperage without changing voltage or resistance. Ohm's law states that voltage is current times resistance. You cannot change one alone. Not even changing frequency in a capacitive or inductive circuit will do this, because changing frequency represents a change in reactance, which is effectively a change in resistance.
If the voltage is doubled and the resistance is halved, according to Ohm's Law (V = IR), the current would actually increase by four times. Doubling the voltage increases the driving force for the current, while halving the resistance decreases the opposition to the current flow. Therefore, the correct outcome is that the current would increase by four times, not one of the options provided.
Increase the voltage applied to the wire. Decrease the resistance of the wire.
To increase frictional force, you can increase the roughness of the surfaces in contact, increase the normal force pressing the surfaces together, or increase the coefficient of friction by using materials that interact with more resistance. To decrease frictional force, you can use lubricants to reduce surface interaction, decrease the normal force, or use smoother materials to reduce resistance.
If all environmental conditions remain constant then the resistance will not change appreciably with applied voltage, but the current will increase. An increase in current will raise the temperature of the conductor which will increase the resistance somewhat.