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Question
y =6 রেখাটি x=5 রেখাকে এবং
y
2
=
a
(
x
-
7
)
পরাবৃত্তকে যথাক্রমে A ও B বিন্দুতে ছেদ করে। AB এর দৈর্ঘ্য 7 একক । a ঋণাত্মক হলে উহার মান কত?
-4
-5
-6
-7
ANSWER : 1
Descrption
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