Drive Thru
Index

MOD Pizza Perfect Pesto Small (6" thin crust) price

A MOD Pizza Perfect Pesto Small (6" thin crust) costs $8.69 to $12.09 across 436 US MOD Pizza restaurants, typically $10.19.

Pickup prices at every MOD Pizza as of .

Key findings

Perfect Pesto Small (6" thin crust) price by state, cheapest first

RankStateTypicalRangeIndexRestaurants
1Michigan$8.89$8.89 to $8.89872
2Texas$9.89$9.89 to $10.1997110
3Pennsylvania$9.89$9.89 to $9.899715
4North Carolina$9.89$9.89 to $9.899713
5Utah$9.89$9.89 to $10.199711
6Idaho$9.89$9.89 to $9.89977
7Wisconsin$9.89$9.89 to $9.89977
8South Carolina$9.89$9.89 to $9.89975
9Georgia$9.89$8.69 to $11.29973
10Montana$9.89$9.89 to $9.89972
11Nevada$9.89$9.89 to $9.89971
12Colorado$9.99$9.99 to $9.999822
13Alabama$9.99$9.99 to $10.19982
14Arizona$10.19$10.19 to $10.1910029
15Illinois$10.19$10.19 to $10.1910017
16Virginia$10.19$10.19 to $11.2910012
17Missouri$10.19$10.19 to $10.1910010
18Florida$10.19$9.89 to $10.191006
19Indiana$10.19$10.19 to $10.191003
20Ohio$10.19$10.19 to $10.191003
21Kentucky$10.19$10.19 to $10.191002
22Kansas$10.19$10.19 to $10.191002
23Washington$11.29$10.19 to $11.2911168
24Oregon$11.29$9.89 to $11.2911131
25Maryland$11.29$10.19 to $11.2911114
26California$12.09$11.29 to $12.0911939

Cheapest cities for a Perfect Pesto Small (6" thin crust)

CityTypicalRangeRestaurants
Houston, TX$9.89$9.89 to $10.1917
San Antonio, TX$9.89$9.89 to $9.897
Austin, TX$9.89$9.89 to $9.894
Charlotte, NC$9.89$9.89 to $9.894
York, PA$9.89$9.89 to $9.893
Cypress, TX$9.89$9.89 to $9.893
Katy, TX$9.89$9.89 to $10.193
Fort Worth, TX$9.89$9.89 to $9.893
Spring, TX$9.89$9.89 to $9.893
Sugar Land, TX$9.89$9.89 to $9.893

Priciest cities for a Perfect Pesto Small (6" thin crust)

CityTypicalRangeRestaurants
Lacey, WA$11.29$11.29 to $11.293
Portland, OR$11.29$11.29 to $11.293
Hillsboro, OR$11.29$11.29 to $11.293
Bellevue, WA$11.29$11.29 to $11.293
Vancouver, WA$11.29$11.29 to $11.294
Seattle, WA$11.29$11.29 to $11.295
Phoenix, AZ$10.19$10.19 to $10.193
Mesa, AZ$10.19$10.19 to $10.193
Gilbert, AZ$10.19$10.19 to $10.193
Tucson, AZ$10.19$10.19 to $10.195

Cheapest MOD Pizza restaurants for a Perfect Pesto Small (6" thin crust)

RestaurantWherePrice
1945 Cobb Pkwy NW, Building 250Kennesaw, GA$8.69
8605 W Grand River AveBrighton, MI$8.89
13229 Middlebelt RdLivonia, MI$8.89
845 W Stacy Rd, Suite AAllen, TX$9.89
15212 Montfort Dr. Suite 307Dallas, TX$9.89

Priciest MOD Pizza restaurants for a Perfect Pesto Small (6" thin crust)

RestaurantWherePrice
6160 C Laurel Canyon Blvd., Suite 180North Hollywood, CA$12.09
2626 Broadway St. Ste DEureka, CA$12.09
190 Roseville Parkway, Suite 100Roseville, CA$12.09
4663 Churn Creek RdRedding, CA$12.09
3444 Arlington AveRiverside, CA$12.09

More MOD Pizza menu prices

Questions people ask

How much is a MOD Pizza Perfect Pesto Small (6" thin crust)?
As of 2026-10-06: A MOD Pizza Perfect Pesto Small (6" thin crust) costs $8.69 to $12.09 across 436 US MOD Pizza restaurants, typically $10.19.
Which state has the cheapest MOD Pizza Perfect Pesto Small (6" thin crust)?
Texas is the cheapest state for a MOD Pizza Perfect Pesto Small (6" thin crust) (typically $9.89) and California the most expensive ($12.09). Drive Thru Index, 2026-10-06.
Where is the cheapest MOD Pizza Perfect Pesto Small (6" thin crust)?
The cheapest MOD Pizza Perfect Pesto Small (6" thin crust) in the US is $8.69 at 1945 Cobb Pkwy NW, Building 250, Kennesaw, GA. (Drive Thru Index, 2026-10-06).

How these prices are measured

Every day we check the menu at every restaurant of each chain, through the same ordering app its customers use, and record each item's pickup price. Restaurants are compared on a basket of items every full-menu restaurant of that brand sells. An index of 100 is the brand's typical (median) restaurant in the country, so 95 means 5% cheaper and 110 means 10% pricier. Brands are only ever compared with themselves, never with each other.

Citing this data: Source: Drive Thru Index (https://drivethruindex.com/items/mod-pizza/perfect-pesto-small-6-thin-crust), prices checked 2026-10-06. You are welcome to quote any figure on this page.

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