Wellers solicitors is a long established and growing law firm with offices based in Bromley, Kent and London offering a complete range of legal services to individuals and businesses in Kent, the South East and beyond.
Wellers Solicitors provides the following legal Services for individuals:
- Residential Conveyancing - Sales, Purchases, Remortgages, Equity Release, Lease Extension/Enfranchisement, HIPs provider
- Dispute resolution; Litigation services
- Employment - Unfair dismissal Discrimination, Redundancy
- Family - Child Support issues, Domestic Violence, Injunctions, Matrimionial, Divorce, Mediation, Civil Partnerships
- Financial Advice; Lifetime planning
- Personal Injury - Road Traffic Accident, Work related accident; Clinical Negligence
- Probate, Estate Administration; Will writing; Court of Protection and Powers of Attorney
Our well established team of legal experts and solicitors in Bromley and London provides Companies and Businesses advice and services in:
- Company & Partnership Law; Commercial Agreements; Employment Contracts; Employment Law; Business Start-ups; Terms and Conditions of Business; Agency Agreements, Distribution Agreements; Licensing; Intellectual Property; Franchising; Mergers & Acquisitions; Sales and Disposals; Joint Ventures; Shareholders Agreements; Regulatory Compliance; Wig & Pen; Company Services from Wellers; Company formations; Company Secretarial Services; Registered Office Services; Company Searches
For Charities, Wellers Solicitors has a specialist team of solicitors in Bromley and London with expertise in:
- Charity formation, Charity takeovers,Charity Health Checks, Charity Commission Inquiries and in advising Charities Working Overseas
Wellers Solicitors in Bromley, Kent (part of the Wellers Law Group) - areas covered - Kent, Beckenham, Orpington, Bromley, Chislehurst, Keston, Swanley, West Wickham, Tunbridge Wells, Croydon
Cooke Matheson Solicitors in Gray's Inn, London(part of the Wellers Law Group) - areas covered - London - City, Westminster, Gray's Inn, Surrey
