Biology
Grade-8
Easy
Question
_______are the neurons that send an impulse from CNS to limbs and organs.
- Sensory nerves
- Afferent nerves
- Efferent nerves
- None of these
Hint:
Efferent nerves
The correct answer is: Efferent nerves
- Efferent nerves are the neurons that send an impulse from CNS to limbs and organs.
- Efferent neurons are also called motor neurons.
Related Questions to study
Biology
Spinal Cord originates from _____ of the brain.
Spinal Cord originates from _____ of the brain.
BiologyGrade-8
Biology
Who controls reflex action?
Who controls reflex action?
BiologyGrade-8
Biology
The labelled part A is called___________.
![](data:image/png;base64,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)
The labelled part A is called___________.
![](data:image/png;base64,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)
BiologyGrade-8
Biology
What happens when an electric shock is given to the leg of pithed frog?
What happens when an electric shock is given to the leg of pithed frog?
BiologyGrade-8
Biology
Reflex action in mammals is an essential display induced by a ___________.
Reflex action in mammals is an essential display induced by a ___________.
BiologyGrade-8
Biology
Which of the following transmits the sensory information from receptor to effector via the spinal cord?
Which of the following transmits the sensory information from receptor to effector via the spinal cord?
BiologyGrade-8
Biology
A nerve impulse is first received by ____________.
A nerve impulse is first received by ____________.
BiologyGrade-8
Biology
Neurons that receive information from sensory organs and transmit input to CNS is _____.
Neurons that receive information from sensory organs and transmit input to CNS is _____.
BiologyGrade-8
Biology
The nervous system is made up of ______.
The nervous system is made up of ______.
BiologyGrade-8
Biology
Without the nervous system, we cannot______.
Without the nervous system, we cannot______.
BiologyGrade-8
Biology
What are the various types of neurons?
What are the various types of neurons?
BiologyGrade-8
Biology
Which of the following statement is correct?
Which of the following statement is correct?
BiologyGrade-8
Biology
The involuntary actions in our body are controlled by __________.
The involuntary actions in our body are controlled by __________.
BiologyGrade-8
Biology
The neuron cell is made up of _______.
The neuron cell is made up of _______.
BiologyGrade-8
Biology
The reflex actions which involve brain are called______.
The reflex actions which involve brain are called______.
BiologyGrade-8