"AST1CAL3 EQUATION VARIABLE |N 7 0N|","07-09-1993","18:06:34" "RS=R1+R2+R3+R4+R5+R6+R7+R8+R9 RP=1/(SIGN(R1)/(R1+1E-30)+SIGN(R2)/(R2+1E-30)+SIGN(R3)/(R3+1E-30)+SIGN(R4)/(R4+1E-30)+SIGN(R5)/(R5+1E-30)+SIGN(R6)/(R6+1E-30)+SIGN(R7)/(R7+1E-30)+SIGN(R8)/(R8+1E-30)+SIGN(R9)/(R9+1E-30))" "RESISTANCES, SERIES and PARALLEL EQUIVALENTS. **** Answer to problem*** First, set all resistances to 0. type ? then (esc) 0 (enter). Find the equivalent of 150, 150, 150 in parallel. Set R1=150, R2=150, R3=150. The result is RP=50. Next, set R's to 0 by typing !? then (enter). Move cursor to R1 and type =RP (enter). Move cursor to R2 and type 50 (enter). The resultis RS=100. Set the R's to 0. Type !? (enter). Move cursor to R1 and type =RS (enter). Move to R2 and type 100 (enter). The result of this network analysis is an equivalent resistance RP=50 ohms. ||Find the equivalent resistance of the circuit shown below. þ |---/\/\/\---| | 150 | |----|---/\/\/\---|---/\/\/\---| | | 150 | 50 | o--| |---/\/\/\---| |--o | 150 | | 100 | |-------------/\/\/\-----------| þ Type comma key to see answers. Type (F2) to return to helpfile.''" 11 0,0,"" 0,0,"" 0,0,"" 0,0,"" 0,0,"" 0,0,"" 0,0,"" 0,0,"" 0,0,"" 0,0,"" 0,0,"" 1 0 0