If (f(x)=2x+1) and (g(x)=x-2), what is (\(g\circ f\)(1))?
A. (9)
(\(g\circ f\)(1)=g(f(1))).
(f(1)=2\cdot1+1=3).
(g(3)=32=9), so the value is (9). चरण 1: (\(g\circ f\)(1)=g(f(1)))। चरण 2: (f(1)=2\cdot1+1=3)। चरण 3: (g(3)=32=9), इसलिए मान (9) है।
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Correct Answer: A. (9). Explanation: चरण 1: (\(g\circ f\)(1)=g(f(1)))। चरण 2: (f(1)=2\cdot1+1=3)। चरण 3: (g(3)=32=9), इसलिए मान (9) है। / Step 1: (\(g\circ f\)(1)=g(f(1))). Step 2: (f(1)=2\cdot1+1=3). Step 3: (g(3)=32=9), so the value is (9).
(\(g\circ f\)(1)=g(f(1))).
(g(3)=32=9), so the value is (9). चरण 1: (\(g\circ f\)(1)=g(f(1)))। चरण 2: (f(1)=2\cdot1+1=3)। चरण 3: (g(3)=32=9), इसलिए मान (9) है।
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