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-- If one axis of your graph represents the current flowing through the resistor,

then label it "Current", not "Electric charge". There's a big difference between

charge and current.

-- Ideally, the current through an ohmic resistor is a linear function of the voltage

across its ends, namely a direct proportion with the resistance being the constant

of proportionality.

-- Ideally, the graph is a straight line, with slope equal to the resistance in ohms,

and y-intercept of zero.

-- In reality, the resistor dissipates energy at the rate of (voltage) x (current) watts.

It must warm up as a result, and the change in its temperature always has some effect

on its ohmic resistance.

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Q: What is the shape of the graph between volt and electric charge where Volt is the potential difference between the ends of an ohmic resisitor and electric charge is the current flowing through it?
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