Home
Ask Question?
Business Account
Exam
Exam List
Exam Result
Category
1-12 Class
Board Exam
Admission
Job Solution
Skill Development
Book Collection
Video Content
Blog Content
Question
Ask Question?
Current Affairs
All MCQ Question
All Written Question
Upload Question
General
Study Plan
Hand Note
Notice | News
Other
FAQ
Point
Package
Feedback
Home
Academy
Admission
Job Assistant
Current Affairs
Skill
Forum
Blog
Package
Unauthenticate
Guest
example@gmail.com
Login
Description
Home
Edit Description
Back
Edit Description
Fill up the form and submit
Question
যদি (x - 5) (a + x) =
x
2
-
25
হয়, তবে a -এর মান কত?
5
25
-25
-5
ANSWER : 1
Descrption
<figure class="image"><img src="data:image/png;base64,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"></figure>
Please, login first.
click here to login
Cancel
Login
©2024 SATT ACADEMY. All rights reserved.