+7 votes
87 views
in Best KT Math Club by (167k points)

-----PART 2 (Part 1 is in a different post, this is the last part----

Consider the function \( f(x) = 2x + 1 \). Now, find \( f(3) \) and evaluate \( f(3) + f(5) \). What is the final result?

(ignore the / it is from ChatGPT)




2 Answers

+1 vote
by (130k points)
 
Best answer
2(3)=6, 6+1=7

f(3)=7

2(5)=10, 10+1=11

f(5)=11

f(3)+f(5)=18
by (167k points)
Correct! This time I'll upvote your answers (not all cause there's 633 of them)
by (897k points)
Oh. I see now.
by (167k points)
Yeah.
by (130k points)
Yay! Thank you!
+1 vote
by (897k points)
Uh, 8f?
by (167k points)
To find \( f(3) \), substitute \( x = 3 \) into the function: \( f(3) = 2(3) + 1 = 7 \).

Now, evaluate \( f(3) + f(5) \): \( 7 + (2(5) + 1) = 7 + 11 = 18 \). The final result is 18.

Good try though!
by (897k points)
+1
Okay.



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