Thread:Primexit/@comment-29331244-20140729024417

new file mode 100644 index 0000000..b9d383d --- /dev/null +++ b/exercises/integrals_polynomials.html @@ -0,0 +1,65 @@ +<!DOCTYPE html> + + +    +   Integrals - Polynomials +    + + +   +         +	   randRange( -5, 0 ) +           randRange( 1, 5 ) +           randRange( 2, 10 ) +           randRange( 2, 10 ) +           randRange( 1, 5 ) +	   randRange( 2, 5 ) +           randRange( 2,5 ) +             ((U/(M + 1))*(Math.pow(B, (M + 1)) - Math.pow(A, (M + 1)) )) - ((V/(N + 1))*(Math.pow(B, (N + 1)) - +	     Math.pow(A, (N + 1)))) + ((1/2)*(Math.pow(B, 2) - Math.pow(A, 2))) + (W*(B - A)) +	 + +       +            +                +                    Compute +               +	+		 ANS +           +        + +        +	    +	        Use the Fundamental Theorem of Calculus to evaluate the integral:  , +		 where   is defined to be the function such that. +	   +	   +	    +                Start by calculating the indefinite integral. +		 Remember that +	    + +	    +	         +	    +	   +	    +	        We need to evaluate this function at the limits of the integral, B  and A, in order to calculate +		  . +		  This is often written as. +		 Try calculating +	   +	   +	    +	        . +	   +	 +    + +  