By Mark J. Christensen (Auth.)
Educational Press provides Mark J. Christensen's Computing for Calculus (in paperback), released in 1981
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Additional resources for Computing for Calculus
LOOPING However, if you rerun the program and type in 2 you would see which is not too surprising. 5. 25. 25, the upper limit of the loop. to do. Thus the FOR-NEXT loop does exactly what it was advertised Indeed, if you reread the original description of the FOR-NEXT loop you will see that the lower limit of the loop is not checked to see if it is larger than the upper limit. the loop. 100 110 120 130 The counter I is not checked until the second pass through Thus the program FOR 1=2 TO 1 PRINT I NEXT I END will produce the output.
At the end of this section we will briefly discuss multiple IF statements. The other statement to be discussed in this Section is the GOTO. does exactly what it says: It causes BASIC to jump from wherever the GOTO appears to somewhere else in the program. A simple use of the GOTO is to keep a program, such as our division program, running as long as we want. the program 100 110 120 130 140 150 160 170 The GOTO as follows. 12 THE IF AND GOTO STATEMENTS: DECISIONS, DECISIONS Now, after solving our first problem and printing out the answer BASIC will, upon executing line 160, GOTO line 100 and restart the entire process.
Then we are returned to line 130 which, if the previous case applied, sends us to line 180 where we are asked if we wish to work another problem. If the coefficient of X squared is not zero we proceed to lines 140 through 170 which calculate the discriminant and, based on that calculation, routes BASIC to the appropriate subroutine. When we are finished we are then asked if we wish to work another problem. If you read the verification subroutine carefully you will notice that 1) the verification subroutine is called by the input routine at line 1060.
Computing for Calculus by Mark J. Christensen (Auth.)