1 John 1:4
Context1:4 Thus 1 we are writing these things so that 2 our 3 joy may be complete. 4
1 John 2:3
Context2:3 Now 5 by this we know that we have come to know God: 6 if we keep his commandments.
1 John 4:11
Context4:11 Dear friends, if God so loved us, then 7 we also ought to love one another. 8


[1:4] 1 tn “Thus” is supplied to indicated the resultative nature of the Greek conjunction καί (kai) at the beginning of v. 4.
[1:4] 2 tn The ἵνα (Jina) here indicates purpose.
[1:4] 3 tc A number of
[1:4] 4 tn Grk “be fulfilled.”
[2:3] 5 tn The translation of καί (kai) at the beginning of 2:3 is important for understanding the argument, because a similar καί occurs at the beginning of 1:5. The use here is not just a simple continuative or connective use, but has more of a resumptive force, pointing back to the previous use in 1:5.
[2:3] 6 tn Grk “know him.” (1) Many take the third person pronoun αὐτον (auton) to refer to Jesus Christ, since he is mentioned in 2:1 and the pronoun αὐτός (autos) at the beginning of 2:2 clearly refers to him. But (2) it is more likely that God is the referent here, since (a) the assurance the author is discussing here is assurance that one has come to know God (all the claims of the opponents in 1:5-2:11 concern knowing and having fellowship with the God who is light); (b) when Jesus Christ is explicitly mentioned as an example to follow in 1 John 2:6, the pronoun ἐκεῖνος (ekeinos) is used to distinguish this from previous references with αὐτός; (c) the καί (kai) which begins 2:3 is parallel to the καί which begins 1:5, suggesting that the author is now returning to the discussion of God who is light, a theme introduced in 1:5. The author will now discuss how a Christian may have assurance that he or she has come to know the God who is light.
[4:11] 9 tn Grk “and.” The Greek conjunction καί (kai) introduces the apodosis of the conditional sentence.
[4:11] 10 tn This is a first-class conditional sentence with εἰ (ei) + aorist indicative in the protasis. Reality is assumed for the sake of argument with a first-class condition.