An angel investor allocates $2 million across 10 early-stage startups, investing $200,000 in each. If 3 startups fail and return nothing, and the remaining 7 return 5x, 4x, and 6x their investment respectively, what is the total return on investment? - IQnection
An angel investor allocates $2 million across 10 early-stage startups, investing $200,000 in each. If 3 startups fail and return nothing, and the remaining 7 return 5x, 4x, and 6x their investment respectively, what is the total return on investment?
An angel investor allocates $2 million across 10 early-stage startups, investing $200,000 in each. If 3 startups fail and return nothing, and the remaining 7 return 5x, 4x, and 6x their investment respectively, what is the total return on investment?
In a climate where early-stage investing shapes innovation and economic shifts, a growing conversation centers on how concentrated funding strategies impact returns. When an angel investor commits $2 million across 10 startups—$200,000 per company—watching 3 fail without return, what happens to the upside from the remaining seven? Understanding this scenario reveals key insights into risk, diversification, and real-world venture returns.
This growing discussion reflects broader trends among US-based angel investors navigating a high-risk, high-reward landscape. As startup failure rates remain significant, diversification becomes a strategic necessity. Investors increasingly scrutinize how allocating capital across multiple ventures balances potential loss against compounding gains.
Understanding the Context
Let’s break down the numbers: seven successful startups each deliver different multiples on the original $200,000 investment. Specifically, one returns 5x, another 4x, and the final one 6x. This produces a clear, clear calculation: each successful company generates $1 million, $800,000, and $1.2 million respectively. Summing these returns: $1M + $0.8M + $1.2M = $3 million in total gains across the 7 ventures.
When weighed against the $2 million total commitment, the return on investment (ROI) stands at
