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1. Shard Calculation

Query:
Response:
Calculated Shard: 189 (from laksa101)

2. Crawled Status Check

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3. Robots.txt Check

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4. Spam/Ban Check

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5. Seen Status Check

ℹ️ Skipped - page is already crawled

📍
LOCATION
Host 189 · Partition 91
laksa189
11392732973428258389
📄
INDEXABLE
CRAWLED
20 days ago
🤖
ROBOTS ALLOWED

Page Info Filters

FilterStatusConditionDetails
HTTP statusPASSdownload_http_code = 200HTTP 200
Age cutoffPASSdownload_stamp > now() - 6 MONTH0.7 months ago
History dropPASSisNull(history_drop_reason)No drop reason
Spam/banPASSfh_dont_index != 1 AND ml_spam_score = 0ml_spam_score=0
CanonicalPASSmeta_canonical IS NULL OR = '' OR = src_unparsedNot set

Page Details

PropertyValue
URLhttps://www.kristakingmath.com/blog/second-order-partial-derivatives
Last Crawled2026-05-14 06:40:48 (20 days ago)
First Indexed2020-09-05 11:36:52 (5 years ago)
HTTP Status Code200
Content
Meta TitleHow to find all four second-order partial derivatives — Krista King Math | Online math help
Meta DescriptionWe already learned in single-variable calculus how to find second derivatives; we just took the derivative of the derivative. Remember how we even used the second derivative to help us with inflection points and concavity when we were learning optimization and sketching graphs?
Meta Canonicalnull
Boilerpipe Text
heavy column, fetched on demand
Markdown
heavy column, fetched on demand
Readable Markdown
heavy column, fetched on demand
ML Classification
ML Categoriesnull
ML Page Typesnull
ML Intent Typesnull
Content Metadata
Languageen-us
Authornull
Publish Time2020-09-04 13:45:00 (5 years ago)
Original Publish Time2020-09-04 13:45:00 (5 years ago)
RepublishedNo
Word Count (Total)736
Word Count (Content)184
Links
External Links6
Internal Links64
Technical SEO
Meta NofollowNo
Meta NoarchiveNo
JS RenderedNo
Redirect Targetnull
Performance
Download Time (ms)267
TTFB (ms)257
Download Size (bytes)31,226
Location
Host ID189 (laksa189)
Partition ID91
Root Hash11392732973428258389
Unparsed URLcom,kristakingmath!www,/blog/second-order-partial-derivatives s443