This preview has intentionally blurred sections. Sign up to view the full version.
View Full Document
Unformatted text preview: ﬂ+ra;2&2.oid : h I+b 1‘) Nmﬂmibemgm TRAPEZOIDAL AND RIEMANN SUMS HANDOUT 1. Find the area under the given graph of y r 1:2 using 3 (LBJism g a Tragezoidal Sum. i ‘rZLOUNi) = #12
! mww er;
a Mammy—‘6’; J.
_qz 2. Fiﬁd the area under the given graph of @using 6
subintervals over [0,3] using a Trapezoidal Sum. Gité)(0"’¢):ﬁ @Jicéyiw 0 «T5;
@éﬁéXHQI‘iVig‘
@ﬁétﬂiﬁi LI Vii; ‘ m E “ﬁ(%)g%+1§>“% i' “gr42"" __ L95
’[email protected]@(4§3é*if*+ q )” "TE
iLHg :73
H9 3
=q—'E
UC‘i’QCti 73C] 3. Find the area under the given graph of y = 4 4x2 using 4 subintervals over [0,2] using a Trapezoidai Sum. inmm+%3:% Z w
a m
 a 7 2:"._——
ﬁg itéQCe ‘q > ah ,1 P‘aN i g .7 "'1' f?
(iUEWM'ﬁ *0) W 3 TYPES OF RIEMANN SUMS
1. V) s 3h ’5.“ Warm i. 1‘25 H)
2. L8H ham in H)
3. M \O’QOI hi“ UT?) Riemann Sums are based on ﬁnding the summation of the areas of rectangles. 4. Find the area under the given graph of y = x2 Isu'l'ziiiﬁervalsiover [0,3] using Sum. 333 {i'ﬁii"‘3="5i
® LOUD”! USU?) Ci M I H 1* 5. Find the area under the given graph of y : x2 using 3 snbintervals over [0,3] using a LeftHand Riemann Sum. ® iBO‘ZO 6. Find the area under the given graph of y ; 3:2 using 3 subintervals over [0,3] using a Midpoint Riemann Sum. ...
View
Full Document
 Spring '12
 Ristah
 Calculus, Riemann Sums

Click to edit the document details