charles schwab financial advisor minimum

WebSchwab Wealth Advisors and Financial Consultants can provide financial advice, strategy and planning guidance, U.S. investment recommendations, and more. font-family: Charles Modern Light; height: 64px; } color: #333333; .content-paragraph-page.page-schwab-advisor-services .tile-events .views-row .views-field-created{ width: 1%; } right: 15px; font-size: 15px; And we've got it. } .content-paragraph-page.page-transitioning-as-a-team .sch-cw-ipad-download-section .tile.tile-with-image.ti-twim-left-sm{ Open Your Account Have more questions? width: 295px; } display: inline-block; /* PP Style Ends Here*/ #modal-tile-id-28411 .modal-dialog .ti-content{ width: 66.66667%; min-height: 1000%; .content-paragraph-page.page-benchmarking .schwab-carousel .owl-dots{ height: 50px !important; .tile-entrust-schwab-bank-with-your-clients-trust-and-banking-assets .ti-wrapper .ti-inner-wrapper .ti-h .article-heading{color: rgb(51, 51, 51)!important;font-size: 20px!important;font-weight: 600!important;} line-height: 18px; flex-basis: 100%; Get the right tools for your team, so they can focus on what matters mosthelping your clients pursue their financial goals. (Reuters) - Financial broker Charles Schwab on Friday reported $16.5 billion in core net new assets for the week on strong inflows from clients moving funds amid several high-profile collapses that have whipsawed the U.S. banking sector. The annual asset-based fee starts at 0.8%, and decreases at higher asset levels. Trades executed at Schwab requiring special handling, including, but not limited to, Delivery versus Payment (DVP) Trades, Early Settlement Trades, and Restricted Stock Trades, will be charged the broker-assisted rate per executed trade. font-family: Charles Modern, "Helvetica Neue", Helvetica; width: 49%!important; Alternative Pricing- Pricing that has been agreed to by Schwab and your Agent or that is otherwise available to you upon your Agent's request. Fixed Income Strategist with the Schwab Center for Financial Research, Collin Martin notes that, "The U.S. banking system is still relatively healthy. Pricing information in thisCharles Schwab Pricing Guide("Pricing Guide") is applicable to your Account(s) managed by an independent investment advisor and supersedes prior Pricing Guides you may have received. .content-paragraph-page.page-benchmarking .schwab-tabs .nav.nav-tabs .ti-tab .tab-head-border { var GUTtransition = true; Let us help you explore your options and answer questions about becoming an independent advisor with Schwab. padding-top: 30px; The terms of Alternative Pricing that apply to you can be based upon the nature and scope of business that your advisor transacts with Schwab, including the current and expected future amount of your advisor's client assets that are custodied at Schwab, the types of securities in your advisor's client accounts, and/or the expected frequency of your advisor's trading. .page-transitioning-as-a-team .sch-cw-hero-section .tile.tile-with-image.ti-twim-right-sm .ti-wrapper .ti-image img, main .tile.tile-with-image.ti-twim-left-sm .ti-wrapper .ti-image img { Schwab can seek to charge you any rate consistent with Schwab's view of competitive necessities. An ADR agent is authorized under its agreement with the issuer to impose a fee on holders of the issue. /* TAG-391 : GUTScript : DB : 5/28/19 */ .page-why-schwab-schwab-difference.content-paragraph-page .ti-wrapper .ti-inner-wrapper .ti-content p, } padding-left: 50px; Our client-first approach means that whatever comes your way today, we will always be invested in your tomorrow. #tile-id-23291{ } .article-page .main-content .article-heading-h2{ } left: 0; The views expressed are those of the third party and are provided for information purposes only. .article-page .main-content .article-heading-h3{ These orders can be eligible for special handling and/or pricing. height: auto; 2023 Charles Schwab & Co., Inc. ("Schwab") All rights reserved. .page-transitioning-as-a-team .sch-cw-hero-section .tile .ti-wrapper { } March 17, 2023 main .icon { background-size: auto 290px; There are two standard types of pricing: (1)Basic Pricing and (2)Alternative Pricing. @media (max-width: 991px) { color: #0066cc; The fee is calculated as the end of day short market value, multiplied by the quoted interest rate, divided by 360. flex-basis: 100%; Clark recommends Schwabs Intelligent Portfolios Premium. You've dreamed it. Trades for new issues placed through a broker are not subject to WebCharles Schwab Advisor Custody & Trading (ACT) is the industry leader in providing custodial, trading, technology and practice management to independent advisory firms. width: 500px; WebClarity shouldnt be a new idea. } .page-insights-hub-invest-research div#container-wrapper-21731 { padding-top: 30px; Stock commissions and minimums apply for secondary market transactions. } @media (min-width:992px){ The most recent pricing information is available atschwab.com/aspricingguide. font-size: 10px; And now that youve built your savings, how can you make smart decisions to preserve and grow those assets? overflow-x: visible; Schwab may consider other accounts to be in your household upon your request if account holders are in the same family, if there is a dependent relationship, or in certain other similar instances at Schwab's discretion. background-position: left 50% form.rating-honeypot { handling, including, but not limited to, Delivery versus Payment (DVP) Trades, Early Settlement Trades, and Restricted Stock Trades, will be charged the broker-assisted rate per executed trade. .content-paragraph-page.page-benchmarking .tile-get-started .ti-link-wrapper-1 .link-item.link-item-1:hover, } } color: #00a0df !important; } padding-right: 30px; If for any reason you are not completely satisfied, we'll refund your fees or commissions and work with you to make things right. border-top: 2px solid #00a0df; @media(min-width: 1441px){ .content-paragraph-page.page-benchmarking .ti-wrapper .field--label{display: none;} This is not an ancillary business to us. Order out of certificates (for foreign securities): Physical certificates, Variable fee (based on the location of the transfer agent), Security reorganization: Voluntary, mandatory and post-effective, $25 per transfer; $10 per transfer if electronic channel is used, Annual custody fee for Non-Publicly Traded Securities. Study contains self -reported data from 1,340 firms. .container-wrapper.sch-cw-hero-banner-section.insights-ideas-hero{ .footer .own-your-tomorrow icon.icon-oyt_logo, .footer .own-your-tomorrow icon.icon-schwab-logo-80x80 { height: 265px; Schwab's offer of these products and services is part of its brokerage service and is not investment advice. .content-paragraph-page.page-why-schwab-schwab-difference .sch-cw-article-group-section .tile-simple .ti-wrapper .ti-inner-wrapper { #block-customstyleblock, #block-customjsblock { .page-transitioning-as-a-team .sch-cw-hero-section .tile.tile-with-image .ti-wrapper .ti-inner-wrapper { min-height: 150px; This site is designed for U.S. residents. They will be deducted from your Schwab Account(s) and shown on your statement(s) as "ADR Pass-Thru Fee." Electronic orders where price or quantity is changed by the client and as a result execute over multiple trades on the same day are each charged a separate commission. display: none; } Unauthorized access is prohibited. } In any case, Alternative Pricing rates will not exceed the highest Alternative Pricing rates listed in this document. height: 520px; .content-paragraph-page.page-benchmarking .schwab-carousel .ti-inner-wrapper .ti-content a{ There are certain eligibility requirements for working with a dedicated Financial Consultant. Directions and parking. } padding-left: 8px; border:0 !important; .views-exposed-form .form--inline .form-item-category { .mktoButtonWrap { display: table-cell; .content-paragraph-page.page-transitioning-as-a-team .sch-cw-ipad-download-section .tile.tile-with-image.ti-twim-left-sm .ti-wrapper .ti-content{ } For accounts (including international accounts) managed by an advisor that are enrolled with Schwab, the following rates apply: Trades placed through a Schwab Alliance or Schwab Investor Services representative will be charged an additional $25 broker-assisted fee and will be subject to a $35 minimum and a $275 maximum. It is our business. .footer .own-your-tomorrow .icon.icon-oyt_logo{ text-align: center; main .schwab-link.sch-btn-cta-blue, .page-managing-your-business-talent-schwab-ria-internship .schwab-carousel .arrow-navigation{ .footer .own-your-tomorrow { .bcn-marquee--full-text .bcn-marquee-text-container { padding-top: 100px; #logo-anchor { } } flex-basis: 100%; color: white; text-align: center; } .megachan .level-1 li.login > a { 2For exchange-traded funds, refer to the stock schedule. After logging in to Schwab.com, go to the Accounts tab, then to History and Statements, and finally to Statements and Reports. WebCharles Schwab International | Invest in the U.S. Market with Schwab For all non-US persons and entities holding a Schwab One International account: Effective 1st January 2023 Schwab will withhold an additional 10% of gross proceeds, including sales proceeds, of publicly traded partnerships securities (PTP) and certain distributions by PTPs. .content-paragraph-page.page-transitioning-as-a-team .sch-cw-hero-section .tile-not-a-trendbut-a-movement{ Commercial Paper, Foreign Bonds, Asset-Backed Securities, Mortgage-Backed Securities, Collateralized Mortgage Obligations, and Unit Investment Trusts. Call Outside the U.S. .content-paragraph-page.page-transitioning-as-a-team .sch-cw-ipad-download-section .tile-download-the-forward-momentum-white-paper .ti-image{ In order to determine if you qualify for any fee waivers, Schwab will add up your daily Household Balances for the applicable time period and then divide this total by the number of days in the period. .megachan nav.primary-chan { } top: initial; .content-paragraph-page.page-transitioning-as-a-team .show-as-modal button.close{ } font-size: 20px; Your Wealth Advisor is your primary contact for inquiries related to your Schwab Wealth Advisory wealth management strategy and portfolio management. Automated investing, professional advice, or trade on your own. padding: 15px; margin-left: auto; I work with High-Net-Worth families and individuals to help them achieve their goals by focusing on } } Non-Publicly Traded Securities include (list is subject to change and not exhaustive): promissory notes; church bonds; limited partnerships; private limited partnerships; limited liability companies; private common, preferred, and convertible preferred stock; private bonds; private warrants; private placements; and private REITs. The Charles Schwab Corporation provides a full range of brokerage, banking and financial advisory services through its operating subsidiaries. Get Automated Investing with Professional Guidance, $75 electronic foreign transaction fee plus $25, $0 base commission, $0.65 per-contract fee, $25.00 base commission plus $0.65 per-contract fee, Treasuries at auction and secondary Treasuries, including Treasury bonds, Treasury bills, Treasury notes, and TIPS. .content-paragraph-page.page-transitioning-as-a-team .sch-cw-ipad-download-section .tile.tile-with-image.ti-twim-left-sm .ti-wrapper .ti-inner-wrapper, . by, February 13, 2023 Charles Schwab offers a robo-advisor with free management. Schwab provides a broad range of value-added services, some of which have associated fees. Unauthorized access is prohibited. Sep 2000 - Present22 years 7 months. Non-U.S. ETFs are available for eligible non-U.S. residents as broker-assisted trades, subject to a $50 transaction fee. } WebCall 800-435-4000 (24 hours, 7 days a week) From outside the United States: +1-602-355-7300. text-decoration: none; left: 0; Orlando, Florida Area. .content-paragraph-page.page-benchmarking .schwab-carousel .tile-results-you-can-build-on .schwab-link.sch-link-icon-pdf.link-item{ } padding: 0; Read about privacy at Schwab at www.schwab.com/privacy. padding: 10px 17px!important; @media (min-width: 768px){ How Schwab determines account and household service fees and commissions is based, in part, on calculations that consider your Household Balance and activities. position: absolute; Are you interested in working with a Charles Schwab financial advisor? @media (min-width: 768px){ display: block !important; background-position-x: right, 20%; .schwab-link.sch-btn-cta-blue, background-color: transparent; For informational purposes only. @media (min-width: 992px) { } } margin-right: auto; } @media (min-width: 992px){ } Charles Schwab & Co., Inc.All rights reserved. .article-page .main-content .article-heading-h1{ } } color: #333; 2. background-size: auto 240px; After paying a one-time planning fee of $300, youll pay #block-staticfooterlinks div.col-md-2 ul { font-family: Charles Modern, "Charles Modern", "Helvetica Neue", Helvetica; } } Schwab offers investment products and services to you through your advisor. Get Automated Investing with Professional Guidance, Next $1 million (more than $1M up to $2M), Next $3 million (more than $2M up to $5M). max-width: 940px; padding-left: 0; } background-size: 142%; } - And even after all these years, we're relentlessly seeking new and powerful ways to raise the bar on service. } background-image: 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') 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February 13, 2023 Charles Schwab offers a robo-advisor with free management base64, 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