CADLX
Price
$13.34
Change
+$0.09 (+0.68%)
Updated
Jul 21 closing price
Net Assets
430.13M
JCRAX
Price
$9.64
Change
+$0.11 (+1.15%)
Updated
Jul 21 closing price
Net Assets
979.78M
Interact to see
Advertisement

CADLX vs JCRAX

CADLX vs JCRAX Comparison Chart in %
View a ticker or compare two or three
VS
CADLX vs. JCRAX commentary
Jul 22, 2026

To compare these two companies we present long-term analysis, their fundamental ratings and make comparative short-term technical analysis which are presented below. The conclusion is CADLX is a Hold and JCRAX is a Hold.

Interact to see
Advertisement
FUNDAMENTALS
Fundamentals
JCRAX has more cash in the bank: 980M vs. CADLX (430M). JCRAX pays higher dividends than CADLX: JCRAX (7.84) vs CADLX (2.52). CADLX was incepted earlier than JCRAX: CADLX (13 years) vs JCRAX (16 years). JCRAX (1.57) is less costly to investors than CADLX (0.76). CADLX is a more actively managed with annual turnover of: 198.00 vs. JCRAX (19.00). CADLX has a lower initial minimum investment than JCRAX: CADLX (0) vs JCRAX (2500). CADLX annual gain was more profitable for investors over the last year : 37.15 vs. JCRAX (32.55). CADLX return over 5 years is better than : 80.43 vs. JCRAX (65.56).
CADLXJCRAXCADLX / JCRAX
Total Expense Ratio0.761.4254%
Annual Report Gross Expense Ratio0.761.5748%
Fund Existence13 years16 years-
Gain YTD28.39117.654161%
Front LoadN/AN/A-
Min. Initial Investment02500-
Min. Initial Investment IRAN/AN/A-
Net Assets430M980M44%
Annual Yield % from dividends2.527.8432%
Returns for 1 year37.1532.55114%
Returns for 3 years52.1143.69119%
Returns for 5 years80.4365.56123%
Returns for 10 years117.75113.75104%
View a ticker or compare two or three
Interact to see
Advertisement
Interesting Tickers
1D
1W
1M
1Q
6M
1Y
5Y
1 Day
MFs / NAMEPrice $Chg $Chg %
PEIQX45.01N/A
N/A
Principal Equity Income R5
ASIMX14.95N/A
N/A
Alger Weatherbie Specialized Growth I
BISLX11.33N/A
N/A
Brown Advisory Sustainable Intl Ldrs Inv
VLNPX53.85N/A
N/A
Voya Small Cap Growth R6
FDERX22.14-0.05
-0.23%
Federated Hermes Strategic Div Gr R