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Sharp & Carter is partnering with a large Australian organisation to recruit a Senior FP&A Analyst for their Group FP&A team in Sydney CBD. The role offers hybrid working and a compensation package up to AU$175,000 plus a 10% bonus.
You will own budgeting, forecasting and modelling, delivering executive‑level insights to influence Board decisions. The ideal candidate is CA/CPA qualified with extensive FP&A experience and strong Excel/Oracle EPM skills.
An exceptional opportunity has arisen to join a high-performing Group Financial Planning & Analysis team within a large, complex Australian organisation.
Supporting a significant, capital-intensive business, you'll play a pivotal role in delivering financial planning, modelling and commercial insights that directly influence Executive and Board-level decision making. This is far more than a traditional reporting role; it's an opportunity to own outcomes, shape strategic decisions and work alongside an experienced leadership team that values curiosity, technical excellence and continuous improvement.
If you enjoy a hands on role where you solve complex financial problems, building best-in-class financial models and translating data into meaningful commercial decisions, this is a role where you'll genuinely add value.
Reporting to the Group FP&A Manager, you'll join a highly regarded finance team responsible for delivering critical planning, forecasting and financial analysis across the organisation.
Operating as a trusted finance partner, you'll take ownership of key FP&A processes while working closely with Commercial Finance, Treasury and Corporate Finance teams to provide high-quality insights that support strategic decision making.
Key responsibilities will include:
You are a CA or CPA qualified finance professional with strong experience within Group FP&A, Corporate FP&A or a large, complex commercial finance environment.
You'll be someone who enjoys working hands-on with the numbers, takes genuine ownership of your work and thrives on solving complex business problems.
To be successful, you'll demonstrate: