Get instant homework solutions and personalized tutoring for college subjects
TutorEva acts like a 24/7 AI study partner that solves homework problems and explains concepts step-by-step. It handles everything from math equations to essay writing while helping maintain academic integrity with built-in AI detection bypass. Students can upload entire assignments or textbook pages for instant solutions across all college-level subjects.
Solve entire assignments with one click via document upload
Write essays undetectable by AI scanners with humanizer tool
Connect textbooks to get personalized study guidance
Get human tutor assistance within 30 minutes
GPT-4 powered system mastering university subjects
Covers all college-level subjects including mathematics, sciences, economics, and accounting
Uses AI Humanizer to make content undetectable by plagiarism checkers
Yes, upload textbook pages or access verified solutions for popular books
This tool is best for:
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Recent data shows that TutorEva has 38.6K monthly visits (54.7% increase from the previous month), 41.0% bounce rate, and average 2.50 pages per visit.
Traffic is primarily driven by 6 different sources, with users from 3 countries worldwide, led by India contributing 60% of total traffic. SEO performance is shown by 5 tracked keywords, with "25x2−16y2 150x−64y−239=0" being the top-performing keyword with 190 monthly searches. See below for more info.
Monthly Visits
38.6K
Pages per Visit
2.50
Bounce Rate
41.0%
Average Time on Site
1m 18s
| SEO Keyword | Volume | CPC |
|---|---|---|
| 25x2−16y2 150x−64y−239=0 | 190 | - |
| he limite of \lim_(n-> \infty )\int_0^1 (x^(n))/(1 ... x^(n)) | 130 | - |
| f(x) = 1/e^x | 160 | - |
| 4(x 1)=12 | 110 | - |
| x2 6y2 7xy x 6y=21 21(22-5y2-5xy x-4y)=27(x 6y) | 140 | - |
| Source | Traffic Share |
|---|---|
| Direct | 40% |
| Search | 55% |
| Social | 1% |
| Referrals | 3% |
| Paid Referrals | 1% |
| Country Name | Traffic Share |
|---|---|
 | 60% |
 | 38% |
 | 3% |
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