What Does the Claude API Actually Cost?
Per-token prices are public, but your bill is determined by three multipliers most teams ignore: caching, batching, and model routing. Here is the real math, with four fully worked scenarios.
The List Prices (June 2026)
Claude is billed per million tokens (MTok), with separate rates for input (what you send) and output (what the model generates). A token is roughly ¾ of an English word.
| Model | Input / MTok | Output / MTok | Context | Sweet spot |
|---|---|---|---|---|
| Claude Opus 4.8 | $5.00 | $25.00 | 1M tokens | Agents, hard reasoning, long-horizon coding |
| Claude Sonnet 4.6 | $3.00 | $15.00 | 1M tokens | Most production workloads |
| Claude Haiku 4.5 | $1.00 | $5.00 | 200K tokens | Classification, routing, real-time chat |
Two structural facts shape everything below:
- Output costs 5× input. An app that generates long answers pays mostly for output; an app that reads long documents pays mostly for input. Know which one you are.
- Input is re-billed every call. In a 20-turn conversation, turn 20 re-sends (and re-pays for) everything from turns 1-19 - unless you cache it.
The Three Multipliers
1. Prompt caching: reads at 0.1×, writes at 1.25×
Any stable prefix of your request (system prompt, documents, conversation history) can be cached. Cached tokens are re-read at 10% of the input price; writing them to cache costs a one-time 25% premium (or 2× for the 1-hour cache lifetime instead of the default 5 minutes).
| Model | Base input | Cache write (5-min) | Cache read |
|---|---|---|---|
| Opus 4.8 | $5.00 | $6.25 | $0.50 |
| Sonnet 4.6 | $3.00 | $3.75 | $0.30 |
| Haiku 4.5 | $1.00 | $1.25 | $0.10 |
Break-even is fast: with the 5-minute cache, the second request already saves money (1.25× + 0.1× = 1.35× vs 2× uncached).
usage.cache_read_input_tokens in responses: if it stays 0, your "cached" prompt isn't.2. Batch API: everything at 50% off
Jobs that can wait up to an hour (most finish faster) can run through the Message Batches API at half price on all tokens - and batching stacks with caching.
3. Model routing: a 5× lever before you optimize anything
Haiku input is 5× cheaper than Opus, output 5× cheaper. The standard production pattern is a cascade: Haiku handles the easy 80%, escalates the hard 20% to Sonnet or Opus. Optimize cost per successful task, not cost per token - a cheap model that fails and retries can out-spend an expensive one that succeeds first try.
Scenario 1 - Support Chatbot (Haiku 4.5)
Assumptions: 100,000 messages/month; 5,000-token system prompt (instructions + few-shot examples - deliberately above Haiku's 4,096 caching minimum); average 1,500 tokens of conversation history + 100-token user message per call; 300-token replies.
| Per message | Per month (100K msgs) | |
|---|---|---|
| No caching: 6,600 in × $1 + 300 out × $5 | $0.0081 | $810 |
| System prompt cached: 5,000 read × $0.10 + 1,600 in × $1 + 300 out × $5 | $0.0036 | $360 |
One cache_control breakpoint cuts the bill by 56%. Caching the conversation history too (the standard multi-turn pattern) pushes savings further on longer chats.
Scenario 2 - RAG Document Q&A (Sonnet 4.6)
Assumptions: a 50,000-token document loaded into context; users ask 20 questions per document session; 500-token questions, 800-token answers.
| Cost per 20-question session | |
|---|---|
| No caching: every question re-sends the document at $3/MTok | $3.27 |
| Document cached: one $0.19 write, then 19 reads at $0.30/MTok | $0.74 |
That is 77% off, and the cached version also responds faster - the model doesn't reprocess 50K tokens per question. At 1,000 document sessions a month, caching is the difference between $3,270 and $740.
Scenario 3 - Autonomous Coding Agent (Opus 4.8)
Agents are where costs explode, because the context is re-sent on every tool call. Assumptions: one task = 40 model calls; context grows from 20K to 150K tokens across the run (average 85K per call); ~500 output tokens per call.
| Per task | 50 tasks/day | |
|---|---|---|
| No caching: 40 calls × ~85K input at $5/MTok + 20K output | $17.50 | $875/day |
| Incremental caching: each call re-reads the prefix at $0.50/MTok, only the ~3K new tokens pay the write premium | ≈$2.95 | ≈$148/day |
~83% off. For agentic workloads, prompt caching is not an optimization - it's the difference between a viable product and an impossible one. (Anthropic's own agent products rely on exactly this pattern.)
Scenario 4 - Nightly Classification Job (Haiku + Batch)
Assumptions: 100,000 records classified overnight; 400 input + 10 output tokens each.
| Per night | Per year | |
|---|---|---|
| Real-time API: 40M in × $1 + 1M out × $5 | $45.00 | $16,425 |
| Batch API (50% off everything) | $22.50 | $8,213 |
If those records share a cacheable instruction prefix, batch + caching stack - many classification jobs land under $15/night.
Estimate Your Own Workload
Token counting is free - you can price a workload before spending anything:
# pip install anthropic
import anthropic
client = anthropic.Anthropic()
count = client.messages.count_tokens(
model="claude-sonnet-4-6",
system=MY_SYSTEM_PROMPT,
messages=[{"role": "user", "content": SAMPLE_REQUEST}],
)
IN_PRICE, OUT_PRICE = 3.00, 15.00 # Sonnet 4.6, $/MTok
est_output = 600 # your average reply length
per_call = (count.input_tokens * IN_PRICE + est_output * OUT_PRICE) / 1_000_000
print(f"{count.input_tokens} input tokens -> ${per_call:.4f} per call")
print(f"At 10K calls/day: ${per_call * 10_000:.2f}/day")
Then check the usage object on real responses - input_tokens, output_tokens, cache_read_input_tokens - to verify your assumptions against reality.
The Checklist
- Know your shape: input-heavy (RAG, agents) or output-heavy (generation)? Optimize the expensive side first.
- Cache anything stable over the minimum size (4,096 tokens on Opus/Haiku, 2,048 on Sonnet) that's reused within 5 minutes - and verify with
cache_read_input_tokens. - Batch anything that can wait an hour - flat 50% off, stacks with caching.
- Route by difficulty: Haiku first, escalate on failure. Measure cost per successful task.
- Cap output: set
max_tokensdeliberately and prompt for concise answers - output is the 5×-priced direction. - Re-price quarterly: model prices and caching mechanics change; the math here is June 2026.
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