DISCUSSION
MET, MWDOC and OCWD have adopted their rate and fee adjustments for FY 2020-21. As a result, and in accordance with Ordinance 2890, the City will pass the increase in water commodity delivery charge to its water customers.
Below is a calculation on the water commodity rate change. All data used in the calculation are derived from a recent study performed by FG Solutions, including water supply estimates and cost estimates for both groundwater and imported water.
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)
Based on the above calculation, the Commodity Delivery Charge will increase by $0.05 per billing unit, or 100 cubic feet, in Fiscal Year 2020-21. The adjustment reflects the actual cost increase of wholesale water the City has to incur to continue to provide water to its residents. The City is authorized to automatically adjust the Commodity Delivery Charge component based upon actual increases incurred by the City for acquiring groundwater and imported water.
Below is a comparison of the current and proposed new rate for both Tier 1 and Tier 2 residential customers:
![](data:image/png;base64,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)
Under this adjustment, the average residential customer’s water bill will increase by approximately $0.75 per month (assuming a 5/8 x 3/4-inch meter and 15 HCF of water use), or $1.50 on each bi-monthly bill. The new rate will take effect on January 1, 2021.
Notice of Change in Water Commodity Delivery Charges will be mailed to all City water customers on November 12, 2020.