Let's analyze each statement:
Step 1: Understanding depolarization.
Depolarization of the neuronal membrane occurs when the inside of the cell becomes less negative compared to the outside.
Application of an outward current will move positive charge out of the cell or negative charge into the cell, making the inside more negative, which hyperpolarizes the membrane (option A is incorrect).
Application of an inward current brings positive charge into the cell or removes negative charge, making the inside more positive, which depolarizes the membrane (option B is correct).
Step 2: Stimulus strength and action potential amplitude.
The amplitude of a neuronal action potential is generally fixed and does not change with stimulus strength. This is known as the "all-or-nothing" principle (option C is incorrect).
Step 3: Stimulus strength and latency.
Increasing the stimulus strength typically leads to a faster rise in the membrane potential, and can decrease the latency (time taken for the action potential to initiate). This is because the higher the stimulus, the quicker the threshold is crossed, reducing the latency of the action potential (option D is correct). Thus, the correct answers are (B) and (D).
The plot of \( \log_{10} ({BMR}) \) as a function of \( \log_{10} (M) \) is a straight line with slope 0.75, where \( M \) is the mass of the person and BMR is the Basal Metabolic Rate. If a child with \( M = 10 \, {kg} \) has a BMR = 600 kcal/day, the BMR for an adult with \( M = 100 \, {kg} \) is _______ kcal/day. (rounded off to the nearest integer)
For the RLC circuit shown below, the root mean square current \( I_{{rms}} \) at the resonance frequency is _______amperes. (rounded off to the nearest integer)
\[ V_{{rms}} = 240 \, {V}, \quad R = 60 \, \Omega, \quad L = 10 \, {mH}, \quad C = 8 \, \mu {F} \]
The frequency of the oscillator circuit shown in the figure below is _______(in kHz, rounded off to two decimal places).
Given: \( R = 1 \, k\Omega; R_1 = 2 \, k\Omega; R_2 = 6 \, k\Omega; C = 0.1 \, \mu F \)