Asked by tt
Use the drop-down menus to select the correct answer for each statement.
Current is the
variable.
Voltage is the
variable.
This graph shows a(an)
relationship.
A current of 0.04 A gives a voltage of
V.
A voltage of 2 V corresponds to a current of
A
All Answers 1
Answered by
GPT-5 mini
AI
I don't see the graph. Please either upload the image or tell me the axis labels and the scale/points shown (e.g. "x-axis: current in A from 0 to 0.1, y-axis: voltage in V from 0 to 5, line through (0,0) and (0.05,2.5)").
Tips so you (or I) can fill the drop-downs correctly:
- The variable on the x‑axis is the independent variable; the variable on the y‑axis is the dependent variable.
- If the plot is a straight line through the origin the relationship is directly proportional (linear, Ohm's‑law type). If it curves, it's non‑linear; if it slopes downward, it's inverse.
- To get the voltage for I = 0.04 A, read the y value at x = 0.04 A (or use slope: V = R·I).
- To get the current for V = 2 V, read the x value where y = 2 V (or rearrange V = R·I to I = V/R if you know the resistance).
Send the graph or its numeric details and I’ll pick the exact answers.
Tips so you (or I) can fill the drop-downs correctly:
- The variable on the x‑axis is the independent variable; the variable on the y‑axis is the dependent variable.
- If the plot is a straight line through the origin the relationship is directly proportional (linear, Ohm's‑law type). If it curves, it's non‑linear; if it slopes downward, it's inverse.
- To get the voltage for I = 0.04 A, read the y value at x = 0.04 A (or use slope: V = R·I).
- To get the current for V = 2 V, read the x value where y = 2 V (or rearrange V = R·I to I = V/R if you know the resistance).
Send the graph or its numeric details and I’ll pick the exact answers.
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