g (x) = $a x^{2} + 24$ For the function g defined above or is a constant and g(4) =8 . What is the value of g(-4) ?

dsuc.created: 5 years ago | dsuc.updated: 1 week ago

dsuc.updated: 1 week ago

-1

-8

পিএসসি ও অন্যান্য নিয়োগ পরীক্ষা পল্লী কর্ম সহায়ক ফাউন্ডেশন সহকারী ব্যবস্থাপক ০২. ০৮.২০১৯ গণিত ফাংশন (Function)

dsuc.explanation

841

common.best_ans:

g(x)  $= a x^{2} + 24 a n d g (4) = 8 .' . a (4)^{2} + 24 = 8 \Rightarrow 16 a + 24 = 8 \Rightarrow 16 a = 8 - 24 = 16 .' . a = - 1 N o w, g (- 4) = a (- 4)^{2} + 24 = 16 a + 24 = 16 (- 1) + 24 = - 16 + 24 = 8$

5 years ago

0 0

Md Azizur Rahman

common.founder_of_satt

গণিত

common.edit

dsuc.content_added_by

MD.YELIAS

common.content_updated_by

Eusuf

g (x) = $a x^{2} + 24$ For the function g defined above or is a constant and g(4) =8 . What is the value of g(-4) ?

গণিত

dsuc.related_question

Promotion

g (x) = ax2 +24 For the function g defined above or is a constant and g(4) =8 . What is the value of g(-4) ?

গণিত

dsuc.related_question

Promotion

g (x) = $a x^{2} + 24$ For the function g defined above or is a constant and g(4) =8 . What is the value of g(-4) ?