Rational simplification (CAS,ALGEBRA,TUTOR mode) Reduces a fraction. CAS; [F1](TRNS)[7](combin) ALGEBRA; [F1](TRNS)[6](combin) TUTOR; [F1](TRNS)[5](combin) combine( expression [ ) ] combine( equation [ ) ] combine( inequality [ ) ] 1. To reduce the fraction (X+1)/(X+2)+X(X+3) [F1](TRNS)[7](combin) [(][X][+][1][)][(][X][+][2][)] [+][X][(][X][+][3][)][EXE] 2. combine( (A+X2)/C2 + X/2 ) (2X2+2A+C2X)/(2C2)

Recall equation (CAS,ALGEBRA,TUTOR mode) Recalls multiple eqn memory contents. CAS,ALGEBRA; [F3](EQUA)[2](rclEqn) TUTOR; [F2](EQUA)[1](rclEqn) rclEqn( Sequential number of equation/inequality [ , Sequential number of equation/inequality ... ] [ ) ] 1. When "2X+3Y=7" is labeled as eqn(2) and "-5X+3Y=15" is labeled as eqn(3); relEqn( 2, 3 ) 2X+3Y=7 -5X+3Y=15 2. When "2X+3Y>7" is labeled as eqn(2) and "-5X+3Y<15" is labeled as eqn(3); rclEqn( 3 ) -5X+3Y<15

	Recall all equations (CAS,ALGEBRA,TUTOR mode) Recall all eqn memory contents. CAS,ALGEBRA; [F3](EQUA)[3](rclAll) TUTOR; [F2](EQUA)[2](rclAll) rclAllEqn 1. When "2X+3Y+Z=7" is labeled as eqn(1), "-5X+3Y-2Z=15" is labeled as eqn(2) and "3X-5Y+2Z=9" is labeled as eqn(3); rclAlleqn 2X+3Y+Z=7 -5X+3Y-2Z=15 3X-5Y+2Z=9 * display all labeled equations as the natural form

Replace adjustment (ALGEBRA mode) Replaces a variable with the expression assigned to the corresponding Expression variable. [F1](TRNS)[A] replace( expression [ ) ] replace( equation [ ) ] replace( inequality [ ) ] 1. When "2X+1" is defined as variable S; replace( 3X+2S) 3X+2(2X+1) simplify( 3X+2(2X+1) ) 7X+1 2. When "A-1" is defined as variable X and "3B+5" is defined as variable Y; replace( X+Y=XY ) (A-1)+(3B+5)=(A-1)(3B+5) simplify( (2A-1)(3B+5) ) A+3B+4=3AB+5A-3B-5 3. When "2X-5" is defined as variable Y; replace( 2X+Y>Y2 ) 2X+(2X-5) > (2X-5)2 simplify( 2X+(2X-5)>(2X-5)2 4X-5 > 4X2-20X+25 4. When "2S-T" is defined as variable X and "T+5" is defined as variable S; replace( 3X ) 3(2S-T) replace( 3(2S-T) ) 3(2(T+5)-T) simplify( 3(2(T+5)-T) ) 3T+30

	Rewrite (CAS,ALGEBRA mode) Moves the right side element to the left side . [F3](EQUA)[F4](rewrit) rewrite( equation [ ) ] rewrite( inequality [ ) ] rewrite( X+3 = 5X-X2 ) X2-4X+3 = 0 rewrite( X2+X-2 > 3X2+5X-7 ) -2X2-4X+5 > 0

All Rights Reserved, Copyright(C) CASIO COMPUTER CO., LTD. 1997-2001.