When the sliding rheostat R1= 30Ω, the current in the circuit is I=0.2A, and the total resistance in the circuit is R = UI = 8V0.2A = 40Ω.
R2 = R-R 1 = 40ω-30ω= 10ω;
When the resistance of R 1 is adjusted to 40 Ω,
∵p=ui,i=ur,∴p 1p2=i2r 1i2r2=r 1r2=40ω 10ω=4 1;
(2) analyze the recorded data to keep the conductor resistance unchanged, and the current in the conductor is inversely proportional to the voltage at both ends;
(3) By analyzing the recorded data, we know that when the resistance is constant, the current is inversely proportional to the resistance, and the function image should be inversely proportional; Draw a proportional function line in the coordinate system, and establish the coordinate system with current I as the ordinate and reciprocal of resistance (1/R 1) as the abscissa.
So the answer is:
(1) right; Voltmeter; 4: 1;
(2) When the voltage is constant, current is inversely proportional to resistance;
(3) Reverse resistance (1/r 1).