Waters Corporation (WAT) valuation

Share price $309.87 · Close 2026-04-24

Price-to-Earnings

P/E · Trailing Diluted
27.57×
P/E history →

Price-to-Free-Cash-Flow

P/FCF · Trailing
34.27×
P/FCF history →

Free-Cash-Flow Yield

FCF Yield · Trailing
2.92%
FCF Yield history →

Enterprise-Value-to-EBITDA

EV/EBITDA · Trailing
20.24×
EV/EBITDA history →

Price-to-Sales

P/S · Trailing
5.59×
P/S history →

Price-to-Book

P/B · Latest filing
7.20×
P/B history →

Expectations investing: what does the price imply?

Near-consensus — no material stretch

Rappaport-style reverse-DCF. We start from the current market price ($309.87 × 59.5M shares = $18.45B market cap, $19.36B enterprise value) and solve for the operating path that would justify it.

To reconcile today's price with a plausible scenario, the model lands on:

  • Year-1 revenue growth: 60.0%
    Scenario holds the analyst consensus of 60.0%.
  • Target EBIT margin (Y10): 29.6%
    Scenario lands above the 3-yr max of 25.4% (starting 25.4%, ending 29.6%).
  • High-growth plateau: 3 years
    Tier default for Y2 at 10.4%.

at or below the reference above the reference outside the historical band

Where the PV comes from
Y1–3
-5%
Y4–10
+16%
Terminal
+89%

Share of the total PV the model has assigned to each window. The further out a cash flow sits, the harder it is to estimate — so readers can weigh how much of the scenario rests on the near, plateau, and post-horizon periods.

Facts · FY2025 (2025-12-31)

Share price
$309.87
Diluted shares
59.5M
Total debt
$1.49B
Cash & equivalents
$587.8M
Revenue
$3.17B
EBIT (GAAP)
$802.6M
EBIT margin (GAAP)
25.4%
Operating cash flow
$652.6M
CapEx
$112.7M
Observed YoY growth
295.7%
Analyst current-FY growth
102.7%
Analyst next-FY growth
10.4%
3-year revenue CAGR
68.5%

Assumptions

Initial revenue growth
60.0%
from analyst consensus
Year-2 growth
10.4%
from analyst next-FY consensus
Starting EBIT margin
25.4%
from latest FY EBIT margin (GAAP)
Tax rate
14.9%
from 3-year median of EffectiveTaxRate
Starting ROIC
19.7%
NOPAT₀ ÷ invested capital, capped at 40.0%

Constants

Horizon
10 years
WACC
9.0%
Terminal growth
2.5%
Terminal ROIC
11.0%

Yearly projection

Year Revenue Growth EBIT Margin NOPAT ROIC Reinvestment FCF Discount PV of FCF
1 $5.06B 60.0% $1.31B 25.8% $1.11B 18.8% $2.27B -$1.16B 0.917 -$1.07B
2 $5.99B 18.4% $1.57B 26.2% $1.34B 18.0% $1.26B $79.7M 0.842 $67.1M
3 $7.10B 18.4% $1.89B 26.6% $1.61B 17.1% $1.59B $20.9M 0.772 $16.1M
4 $8.24B 16.1% $2.23B 27.1% $1.90B 16.2% $1.78B $116.6M 0.708 $82.6M
5 $9.38B 13.8% $2.58B 27.5% $2.19B 15.4% $1.93B $262.4M 0.650 $170.5M
6 $10.46B 11.6% $2.92B 27.9% $2.49B 14.5% $2.02B $471.1M 0.596 $280.9M
7 $11.44B 9.3% $3.24B 28.3% $2.76B 13.6% $2.00B $755.1M 0.547 $413.0M
8 $12.24B 7.0% $3.52B 28.8% $3.00B 12.7% $1.87B $1.13B 0.502 $564.9M
9 $12.82B 4.8% $3.74B 29.2% $3.19B 11.9% $1.60B $1.59B 0.460 $732.6M
10 $13.15B 2.5% $3.89B 29.6% $3.32B 11.0% $1.16B $2.16B 0.422 $910.9M
Sum of PV of FCF (years 1-10) $2.17B

Terminal value

NOPATN+1
$3.40B
ReinvestmentN+1
$753.4M
FCFN+1
$2.64B
Terminal value (undiscounted)
$40.69B
PV of terminal value
$17.19B
Gordon-growth: TV = FCFN+1 ÷ (WACC − g) = $2.64B ÷ (9.0% − 2.5%).

Equity bridge

PV of operating FCF $2.17B
+ PV of terminal value $17.19B
= Enterprise value $19.36B
− Total debt $1.49B
+ Cash & equivalents $587.8M
= Equity value $18.45B
÷ Diluted shares 59.5M
= DCF PV / share $309.87
Market price $309.87
Reconciliation delta −0.0% (≈ 0 by construction)
Full calculation trail Click to expand — every number on this page derived step by step.

1 · Enterprise-value target (what the DCF must match)

Market cap   = price × diluted shares
             = $309.87 × 59.5M
             = $18.45B

EV target    = market cap + total debt − cash & equivalents
             = $18.45B + $1.49B − $587.8M
             = $19.36B
            

2 · Starting NOPAT (base year 0)

GAAP EBIT          = $802.6M   (25.4% of revenue)
× (1 − tax rate)  = × (1 − 14.9%) = × 0.8513
= NOPAT₀            = $683.2M
            

3 · Invested capital & starting ROIC

Invested capital = total debt + book equity − cash
                 = $1.49B + $2.56B − $587.8M
                 = $3.47B

Raw ROIC₀        = NOPAT₀ / Invested capital
                 = $683.2M / $3.47B
                 = 19.7%
(no cap applied; raw value is within the 40.0% ceiling)
            

4 · Growth path construction

Source       = analyst consensus: Y1 = 60.0%, Y2 = 10.4%
Clamp        = [2.5%, 60%] (no sub-terminal or 60%+ starts)
Plateau rate = 10.4% (Y2 — held from year 2 through end of plateau)
Tier         = 3 years (rule: plateau rate < 15% → 3y, < 25% → 5y, else 7y)
Plateau      = 3 years
Fade         = linear from effective Y2 to terminal 2.5% across the remaining 7 years

Effective Y1 growth after solver bumps = 60.0%
Effective Y2 growth after solver bumps = 10.4%
Growth by year:
  Y1 = 60.0%
  Y2 = 18.4%
  Y3 = 18.4%
  Y4 = 16.1%
  Y5 = 13.8%
  Y6 = 11.6%
  Y7 = 9.3%
  Y8 = 7.0%
  Y9 = 4.8%
  Y10 = 2.5%
            

5 · Margin path construction

Starting margin (Y0) = 25.4%   (source: latest FY EBIT margin (GAAP))
Target margin (Y10)  = 29.6%   (solver output, normal band)
Year-t margin        = starting + (target − starting) × (t / 10)
Margin by year:
  Y1 = 25.8%
  Y2 = 26.2%
  Y3 = 26.6%
  Y4 = 27.1%
  Y5 = 27.5%
  Y6 = 27.9%
  Y7 = 28.3%
  Y8 = 28.8%
  Y9 = 29.2%
  Y10 = 29.6%
            

6 · ROIC path construction

The capex heuristic compares latest-period CapEx ($112.7M) against the Normalized CapEx (3-yr mean) of — — mean of the last three annual CapEx values. When the latest is above 1.4× that mean and CapEx is at least 5% of revenue, we treat the filer as capital-intensive and mid-investment, hold ROIC flat for a 5-year harvest phase, and only then fade to terminal ROIC. The 3-yr mean does not feed the DCF directly — it only gates this flag.

Capex-heuristic inactive (latest CapEx vs the 3-yr mean of — — below the 1.4× / 5%-of-revenue gates).
Fade from Y1: ROIC_t = ROIC₀ + (ROIC_terminal − ROIC₀) × (t / 10)
ROIC₀ = 19.7%; ROIC_terminal = 11.0%

ROIC by year:
  Y1 = 18.8%
  Y2 = 18.0%
  Y3 = 17.1%
  Y4 = 16.2%
  Y5 = 15.4%
  Y6 = 14.5%
  Y7 = 13.6%
  Y8 = 12.7%
  Y9 = 11.9%
  Y10 = 11.0%
            

7 · Solver iterations

Each row is one bisection attempt. The solver sweeps Y1 growth bumps 0pp → +20pp across the plateau ladder inside the normal margin bracket, then — if nothing reconciles — repeats the same sweep in a widened margin band ([-10%, 80%]). The first feasible attempt is the one the page uses. If no combination reconciles, the page shows the attempt whose PV sits closest to the target EV so both levers are balanced.

# Phase Plateau Y1 bump Solved margin PV(EV) vs target Feasible?
1 normal 3y +0pp 30.4% $15.70B −18.9% no
2 normal 3y +2pp 30.4% $16.60B −14.3% no
3 normal 3y +4pp 30.4% $17.56B −9.3% no
4 normal 3y +6pp 30.4% $18.58B −4.0% no
5 normal 3y +8pp 29.6% $19.36B −0.0% yes ✓

8 · Terminal value derivation

NOPAT_{N+1}         = NOPAT_{10} × (1 + g_terminal)
                    = $3.32B × (1 + 2.5%)
                    = $3.40B

ΔNOPAT              = NOPAT_{N+1} − NOPAT_{10}
                    = $82.9M
Reinvestment_{N+1}  = ΔNOPAT / ROIC_terminal
                    = $82.9M / 11.0%
                    = $753.4M

FCF_{N+1}           = NOPAT_{N+1} − Reinvestment_{N+1}
                    = $3.40B − $753.4M
                    = $2.64B

Terminal value (TV) = FCF_{N+1} / (WACC − g_terminal)
                    = $2.64B / (9.0% − 2.5%)
                    = $40.69B

PV(TV)              = TV / (1 + WACC)^10
                    = $40.69B / 2.367
                    = $17.19B
            

9 · Reconciliation check (DCF PV vs. the market)

This isn't a fair value — it's the inverse check. The solver built the scenario so that DCF PV reproduces the current enterprise value; if the normal bracket worked the delta below is ~0 by construction. A non-zero delta only appears when the solver fell through to the widened margin band.

Σ PV(FCF_1..10) = $2.17B
+ PV(TV)          = $17.19B
= Enterprise value = $19.36B   (≈ EV target $19.36B by construction)
− Total debt      = $1.49B
+ Cash            = $587.8M
= Equity value    = $18.45B
÷ Diluted shares  = 59.5M
= DCF PV / share  = $309.87

Market price      = $309.87
Reconciliation Δ  = −0.0%   (≈ 0 by construction — the solver anchored on this price)
            
Open this scenario in the calculator →
Every input above is pre-filled; the calculator auto-runs and lets you override any assumption.

Every rule above — growth-source priority, plateau tiers, compound cap, solver ladder, flag colours — is documented on the expectations scenario methodology.

What these ratios mean & how they're built: see the valuation ratios glossary on the company-facts methodology page — per-ratio definitions and the exact us-gaap concepts behind each numerator and denominator.

Sources. Denominators come from SEC EDGAR XBRL filings for WAT (CIK 0001000697); analyst growth forecasts come from analyst consensus. Share price is the latest split-adjusted close from our daily history (live quote as fallback). Per-share denominators are split-adjusted to today's share count.