Oklahoma, Michigan, USC in Potential Trap Spots in Week 5

Sunday, September 23, 2018 4:49 PM UTC

Sunday, Sep. 23, 2018 4:49 PM UTC

NCAAF Week 5 dishes up a number of potential trap, lookahead and letdown games as well as a monster Big Ten showdown between Ohio State and Penn State from State College.

<h2 dir="ltr" id="docs-internal-guid-637d5805-7fff-18f0-6ad5-061e6fafe949" style="text-align:center"><a href="https://www.sportsbookreview.com/forum/college-football-betting/" title="NCAAF Betting Forum">3 Potential Week 5 Trap Games</a></h2><h2 dir="ltr" style="text-align:center">Baylor at No. 5 Oklahoma</h2><h2 dir="ltr" style="text-align:center">Saturday, 3:30 p.m. ET (ABC)</h2><p dir="ltr"><strong>Why it’s a trap for Oklahoma:</strong> After facing independent Army (2-2 SU) in Week 3, Oklahoma finds itself in a potential <a href="https://www.urbandictionary.com/define.php?term=trap%20game">trap spot</a> against Baylor (1-11 SU in 2017) in Big 12 play at Gaylord-Family Memorial Stadium (grass) in Norman in Week 5 with Kyler Murray and the Sooners possibly looking past this game to their coming Big 12 dates in Week 6 vs. Texas in the Red River Showdown (Oct. 6) and in Week 8 at No. 17 TCU (OK 3-0 ATS L3) in a game which may determine Oklahoma’s CFP fate (Oct. 20) after a bye in Week 7.</p><ul> <li dir="ltr"> <p dir="ltr">BAYLOR 5-2 ATS L7 vs. OKLAHOMA</p> </li> <li dir="ltr"> <p dir="ltr">BAYLOR 7-1 ATS L8 vs. OKLAHOMA on road</p> </li> <li dir="ltr"> <p dir="ltr">BAYLOR had 54 players start at least 1 game in 2017, #1 in FBS</p> </li> <li dir="ltr"> <p dir="ltr">BAYLOR 4-18 SU L22 regular-season games</p> </li></ul><p dir="ltr">Last year, the Sooners beat Baylor 49-41 in Week 4, failing to cover ATS as big 27½-point chalks in Waco and have been extremely profitable in the series over the last decade. This year, head coach Matt Rhule (5-6 ATS) and Baylor are improved, but after last year’s near-miss and coming off a Week 1-4 slate of FCS Abilene Christian, UTSA, Duke and Kansas, <a href="https://www.sportsbookreview.com/picks/college-football/" title="Free NCAAF Picks">this one in the Sooner State could be a really rude awakening</a>.</p><ul> <li dir="ltr"> <p dir="ltr">OKLA 126-27 SU in Big 12 games since 2000</p> </li> <li dir="ltr"> <p dir="ltr">OKLA 6-3 L9 ATS as home favorites (1-2 this season, 5-1 in 2017)</p> </li> <li dir="ltr"> <p dir="ltr">OKLA 44.2 ppg, #11 in FBS</p> </li></ul><p dir="ltr"> </p><h2 dir="ltr" style="text-align:center">No. 19 Michigan at Northwestern</h2><h2 dir="ltr" style="text-align:center">Saturday, 4:30 p.m. ET (FOX)</h2><p dir="ltr"><strong>Why it’s a trap for Michigan:</strong> Former Ole Miss QB Shea Patterson and Michigan (3-1 SU, 3-2 ATS) head to Ryan Field (grass) in Evanston, Illinois, just north of Chicago, to face Northwestern (1-2 SU/ATS) in Big Ten play in what could be a trap spot for the Wolverines, who will possibly be worrying about a coming stretch of challenging conference games against Maryland, Wisconsin, Michigan State and Penn State (Nov. 3) in one of the Big Ten’s best games of the season (MICH -4½, Westgate Las Vegas SuperBook 2018 Games of the Year) at The Big House.</p><ul> <li dir="ltr"> <p dir="ltr">NORTHWESTERN and MICH haven’t played since 2014 (MICH 10 NORTH 9)</p> </li> <li dir="ltr"> <p dir="ltr">NORTHWESTERN coming off bye week</p> </li> <li dir="ltr"> <p dir="ltr">MICH 3-1-1 ATS road favorites ins 2017</p> </li> <li dir="ltr"> <p dir="ltr">MICH 57-15-2 in all-time series (W19 straight from 1966-1992)</p> </li></ul><p dir="ltr"><a href="https://www.sportsbookreview.com/betting-odds/college-football/" title="Live NCAAF Odds">If oddsmakers are giving the Wildcats enough points</a>, QB Clayton Thorson (6,000+ passing yards, 37 TDs last two seasons) and Northwestern may be a live dog to look at on Saturday with defense, turnovers and site possibly playing a big part in this game. Having to face Purdue in Week 1, upstart Duke in Week 2, upset-minded Akron in Week 3 and then getting a week off to game-plan for the Wolverines may be a good thing for 13th-year head coach Pat Fitzgerald (74-70 ATS) against a team simply looking not to lose in Big Ten play before having to face state rivals Michigan State, top-10 Penn State and No. 4 Ohio State at The Horseshoe on Nov. 24 in the conference’s most iconic rivalry.</p><p dir="ltr"> </p><h2 dir="ltr" style="text-align:center">USC at Arizona</h2><h2 dir="ltr" style="text-align:center">Saturday, 10:30 p.m. ET (ESPN2)</h2><p dir="ltr"><strong>Why it’s a trap for USC:</strong> Khalil Tate and Arizona (2-2 SU/ATS) host USC (2-2 SU, 0-4 ATS) in a Pac-12 matchup from Arizona Stadium (FieldTurf) in Tucson in a tough and trap-py spot for the Trojans (11-3 SU in 2017), who have their bye week coming up next in Week 6 before embarking on a nasty 3-game Pac-12 South Division patch between Colorado-Utah-Arizona State which will likely determine USC’s fate. And with a brutal set-up of a tough UNLV side (Week 1), games (and losses) at Stanford (Week 2) and Texas (Week 3) before facing <a href="https://classic.sportsbookreview.com/betting-odds/college-football/washington-state-cougars-vs-usc-trojans-3449050/%5C">Washington State</a> in L.A. in Week 4 (USC -4½, 51), this squad could be a little bit tired and dismayed after such a milk-toast start and falling out of the Top 25 rankings.</p><ul> <li dir="ltr"> <p dir="ltr">USC 4-1 ATS L5 vs. AZ, 3-1 ATS L4 on road</p> </li> <li dir="ltr"> <p dir="ltr">USC L7 consecutive ATS (UCLA-STAN-OHIO ST-UNLV-STAN-TEX-WASH ST)</p> </li> <li dir="ltr"> <p dir="ltr">USC 1-5 ATS L6 road games</p> </li> <li dir="ltr"> <p dir="ltr">AZ 4-1 ATS L5 home games (BYU SU loss lone non-cover)</p> </li></ul><p dir="ltr">With the pressure on head coach Clay Helton (15-24 ATS) and his Trojans not to fall to 2-3, this could be a tough environment in the Arizona Sun Corridor, although USC rolled to a 48-14 win there in 2016, covering ATS as 14-point chalks.</p><p dir="ltr"> </p><h2 dir="ltr" style="text-align:center">4 Potential Week 5 Lookahead Games</h2><h2 dir="ltr" style="text-align:center">Syracuse at No. 3 Clemson</h2><h2 dir="ltr" style="text-align:center">Saturday, noon ET (ABC)</h2><p dir="ltr"><strong>Why it’s a lookahead for Clemson:</strong> After this early game against Syracuse (4-8 SU in 2017), No.3-ranked Clemson (4-0 SU, 1-3 ATS) will play its final 7 regular-season games against teams who had winning records in 2017 (WAKE-NC ST-FSU-LOUIS-BC-DUKE-SO CAR), so the Tigers may be looking past the Orange, who are off to a great start (4-0 SU, 3-1 ATS) and who upset Clemson 27-24 in the Carrier Dome last season, winning outright as massive 24-point home underdogs in one of the biggest upsets of the 2017 season. So can they do it again in Death Valley? With Clemson QB Kelly Bryant <a href="http://www.greenvilleonline.com/story/sports/college/clemson/2018/09/18/clemson-qb-kelly-bryant-says-hes-ready-play-today/1345832002/">hobbled</a>, it may be in the cards, but head coach Dabo Swinney (66-56-2 ATS) and the Tigers have a very good backup in Trevor Lawrence.</p><p dir="ltr"> </p><h2 dir="ltr" style="text-align:center">South Alabama at Appalachian State</h2><h2 dir="ltr" style="text-align:center">Saturday, 3:30 p.m. ET (ESPN+)</h2><p dir="ltr"><strong>Why it’s a lookahead for Appalachian State:</strong> This Sun Belt Conference affair vs. South Alabama (1-2 SU, 2-1 ATS) may be a lookahead spot for Appalachian State (2-1 SU, 3-0 ATS) with Arkansas State (3-1 SU, 1-3 ATS) up next, a team that has sharpened its knife by being dissected by No. 1 Alabama, although the Red Wolves played a solid game despite the box score, final score and stats. It’s hard for mortal men to beat the perennial FBS College Football Machine that is the Crimson Tide (ranked No. 1 108 straight weeks). In 2015, Appalachian State won at USA 34-27 but failed to cover ATS as big 19-point road favorites. The all-time series is 1-1.</p><p dir="ltr"> </p><h2 dir="ltr" style="text-align:center">Virginia Tech at Duke</h2><h2 dir="ltr" style="text-align:center">Saturday, 7 p.m. ET (ESPN2)</h2><p dir="ltr"><strong>Why it’s a lookahead for VT:</strong> With No. 8 Notre Dame up next in Blacksburg in Week 6 (Oct. 6) in a huge non-conference game for both teams, Virginia Tech may not get up enough for upstart Duke at Wallace Wade Stadium in Durham in this huge ACC Coastal Division clash. The Hokies (+2.0 tpg, tied #5) had Week 3 off after Hurricane Florence forced the cancellation of their game with East Carolina in Blacksburg, and with no common week off in the immediate future, both teams will wait to make <a href="https://www.roanoke.com/hokies/no-final-decision-on-rescheduling-east-carolina-game/article_5ccc8904-ba95-11e8-8283-0f8b3e1380e8.html">a final decision</a> on its potential rescheduling. In Week 4, VT suffered one of the biggest upsets of the decade when FCS Old Dominion upset the then-23rd ranked Hokies in Norfolk as 32/1 moneyline underdogs. Four of the last 5 Duke-VT games have been close (3, 1, 2, 3, 21), and the way the Blue Devils are playing, this is definitely a game they can win, albeit in a likely low-scoring, chess-like game in the Tar Heel State.</p><p dir="ltr"> </p><h2 dir="ltr" style="text-align:center">Boise State at Wyoming</h2><h2 dir="ltr" style="text-align:center">Saturday, 7 p.m. ET (CBS Sports)</h2><p dir="ltr"><strong>Why it’s a lookahead for Boise State:</strong> Sandwiched between Oklahoma State (10-3 SU in 2017) in Week 3 and San Diego State (10-3 SU in 2017), this Week 5 date at War Memorial Stadium (Desso Challenge Pro) in Laramie against Wyoming (1-2 SU, 1-2 ATS) could be tricky even with former Cowboys QB Josh Allen now plying his wares for the Buffalo Bills in the NFL. When these two met last season in MWC play on the ugly Blue Smurf Turf in Boise, the Broncos won 24-14 but failed to cover ATS as big 15½-point home chalks. Wyoming is 3-0 ATS L3 in this series but just 1-3 ATS the last 4 at their Cowboy State home, home on the range, where the deer and the antelope play ...</p><p dir="ltr"> </p><h2 dir="ltr" style="text-align:center">8 Possible FBS (I-A) Week 5 Letdown Games</h2><p dir="ltr"><strong>No. 20 Oregon at Cal:</strong> Ducks off nasty loss to No. 7 Stanford in Week 4, on road vs. down Cal<br /><strong>Michigan State vs. Central Michigan:</strong> Sparty off tough IU, ASU, Utah State games<br /><strong>No. 1 Alabama vs. UL Lafayette:</strong> Tide off Ole Miss, A&amp;M, now non-conference<br /><strong>Oklahoma State at Kansas:</strong> Cowboys' last “easy game,” KU No. 1 in TO’s (+4.0)<br /><strong>Rice at Wake Forest:</strong> Demon Deacons off BC-ND w/CLEM next, now Rice (1-11 SU in ‘17)<br /><strong>Texas at Kansas State:</strong> Longhorns off USC-TCU , Wildcats 8-2 ATS L11 series<br /><strong>Florida at No. 14 Mississippi State:</strong> Bulldogs have SEC nasties Auburn, LSU, A&amp;M up next<br /><strong>Iowa State at No. 17 TCU:</strong> Frogs face Texas Tech, No. 5 Oklahoma next two games</p><p dir="ltr"> </p><h2 dir="ltr" style="text-align:center">A Fine 9 Week 5 Must-See Matchups</h2><p dir="ltr"><img 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" /></p><p dir="ltr"><img height="351" src="https://lh5.googleusercontent.com/akPqcAQRyF0ktwpD0K3guu1NGNCssdYPj8aPazT09xSh2edt9gLukwiSuOFgHSkA6yTgsYW9bicA5nU1QwxT7rMB7ftCgGlhdVa210gS1-GKpo9zM3JHoO2cHmGCjf54FoEw3Pby" width="624" /></p><h2 dir="ltr" style="text-align:center">3 Week 5 Moneyline Dogs Worth Consideration?</h2><p dir="ltr">NORTHWESTERN over No. 19 Michigan<br />Syracuse over No. 3 CLEMSON<br />No. 25 Brigham Young over No. 10 WASHINGTON</p><p dir="ltr"><strong>NCAAF WEEK 5 EARLY ATS PICKS:</strong> Syracuse, Duke</p>
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