Based on 2 Wall Street analysts offering 12 month price targets for Cal-Maine Foods in the last 3 months. The average price target is $82.00 with a high forecast of $82.00 and a low forecast of $82.00. The average price target represents a -20.30% change from the last price of $102.89.

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Highest Price Target$82.00

Average Price Target$82.00

Lowest Price Target$82.00

The highest, average, and lowest price target of all analysts. Click on ‘Top Analysts’ to focus on the best performers.

Detailed List of Analyst Forecasts

Ranks

Any

Analyst Rating

Any

Upside/ Downside

Any

Action

Any

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Goldman Sachs

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Reiterated

10/01/24

Stephens

Initiated

10/02/24

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Best Analysts Covering Cal-Maine Foods

Which Analyst Should I Follow If I Want to Buy CALM and Sell After:

1 Month

xxx

Success Rate

5/12 ratings generated profit

Average Return

-4.37%

reiterated a xxx

rating 3 months ago

Copying xxxxxxxxxxxxxxxxxx

trades and holding each position for 1 Month would result in 41.67% of your transactions generating a profit, with an average return of -4.37% per trade.

3 Months

xxx

Success Rate

1/12 ratings generated profit

Average Return

-15.94%

reiterated a xxx

rating 3 months ago

Copying xxxxxxxxxxxxxxxxxx

trades and holding each position for 3 Months would result in 8.33% of your transactions generating a profit, with an average return of -15.94% per trade.

1 Year

Adam SamuelsonGoldman Sachs

Success Rate

0/12 ratings generated profit

Average Return

-57.48%

reiterated a sell rating 3 months ago

Copying Adam Samuelson's trades and holding each position for 1 Year would result in 0.00% of your transactions generating a profit, with an average return of -57.48% per trade.

2 Years

xxx

Success Rate

0/12 ratings generated profit

Average Return

-86.13%

reiterated a xxx

rating 3 months ago

Copying xxxxxxxxxxxxxxxxxx

trades and holding each position for 2 Years would result in 0.00% of your transactions generating a profit, with an average return of -86.13% per trade.

The Best Analyst Covering tool allows you to follow the analysts who have the best success rates and average returns on a specific stock. Only analysts that gave a Buy or Sell rating on the stock in the past 12 months are eligible for inclusion in this tool. Follow the analysts of your choice to receive real-time updates when they publish a new rating.

CALM Analyst Recommendation Trends

Rating

Jan 24

Mar 24

Apr 24

Sep 24

Oct 24

Strong Buy

Buy

Hold

Sell

Strong Sell

total

In the current month, CALM has received 0 Buy Ratings, 2 Hold Ratings, and 3 Sell Ratings. CALM average Analyst price target in the past 3 months is $82.00.

Each month's total comprises the sum of three months' worth of ratings.

Stocks with the Highest Top Analyst Consensus in the Consumer Defensive Sector

xxx

Find stocks in the Consumer Defensive sector that are highly recommended by Top Performing Analysts.

CALM Financial Forecast

CALM Earnings Forecast

Next quarter’s earnings estimate for CALM is $3.69 with a range of $3.11 to $4.80. The previous quarter’s EPS was $3.06. CALM beat its EPS estimate 25.00% of the time in the past 12 months, while its overall industry beat the EPS estimate 60.06% of the time in the same period. In the last calendar year CALM has Underperformed its overall industry.

CALM Sales Forecast

Next quarter’s sales forecast for CALM is $709.54M with a range of $695.00M to $724.09M. The previous quarter’s sales results were $785.87M. CALM beat its sales estimates 50.00% of the time in past 12 months, while its overall industry beat sales estimates 57.14% of the time in the same period. In the last calendar year CALM has Underperformed its overall industry.

CALM Stock Forecast FAQ

What is CALM’s average 12-month price target, according to analysts?

Based on analyst ratings, Cal-Maine Foods’s 12-month average price target is $82.00.

What is CALM’s upside potential, based on the analysts’ average price target?

Currently there's no upside potential for CALM, based on the analysts’ average price target.

Can I see which stocks the top-ranking analysts are rating?

Yes, go to the Analysts’ Top Stocks tool to see stocks with a Strong Buy or Strong Sell analyst rating consensus, according to the top performers.

How can I follow the stock ratings of top Wall Street analysts?

Head over to our Expert Center to see a list of the top 100 Wall Street analysts and follow the analysts of your choice. Visit their profiles for more details about their stock ratings and see how they perform on a stock-by-stock basis.

Is CALM a Buy, Sell or Hold?

Cal-Maine Foods has a consensus rating of Moderate Sell which is based on 0 buy ratings, 1 hold ratings and 1 sell ratings.

What is Cal-Maine Foods’s price target?

The average price target for Cal-Maine Foods is $82.00. This is based on 2 Wall Streets Analysts 12-month price targets, issued in the past 3 months.
The highest analyst price target is $82.00 ,the lowest forecast is $82.00. The average price target represents -20.30% Decrease from the current price of $102.89.

What do analysts say about Cal-Maine Foods?

Cal-Maine Foods’s analyst rating consensus is a Moderate Sell. This is based on the ratings of 2 Wall Streets Analysts.

How can I buy shares of CALM?

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Cal-Maine Foods (CALM) Stock Forecast & Price Target

CALM Analyst Ratings

CALM Stock 12 Month Forecast

Average Price Target

Detailed List of Analyst Forecasts​

Best Analysts Covering Cal-Maine Foods

CALM Analyst Recommendation Trends

CALM Financial Forecast

CALM Earnings Forecast

CALM Sales Forecast

CALM Stock Forecast FAQ

Become an Expert with TipRanks Premium

Detailed List of Analyst Forecasts