If (f(x)=2x-3) and (g(x)=x^2+1), what is ((g\circ f)(x))?यदि (f(x)=2x-3) और (g(x)=x^2+1) हों तो ((g\circ f)(x)) क्या होगा?
Answer and explanationउत्तर और व्याख्या
Correct answer:सही उत्तर: (4x^2-12x+10)(4x^2-12x+10)
Step 1: ((g\circ f)(x)) means (g(f(x))). Step 2: (g(2x-3)=(2x-3)^2+1=4x^2-12x+10). Step 3: Do not reverse the order in composition because (g\circ f) and (f\circ g) are usually different.चरण 1: ((g\circ f)(x)) का अर्थ है (g(f(x)))। चरण 2: (g(2x-3)=(2x-3)^2+1=4x^2-12x+10)। चरण 3: समिश्र फलन में क्रम न बदलें क्योंकि (g\circ f) और (f\circ g) सामान्यतः अलग होते हैं।
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