GREAT! The perfect tense behaves the same for every single verb in the entire Latin language, no matter how irregular or what conjugation is belongs to. \n\nHere's what you need to do:\n\n1. Identify the [[PERFECT STEM]] of the verb.\n2. Add \n[img[PERFECT TENSE ENDINGS]]:\n\n\n\n[[I DON'T KNOW WHAT THESE ENDINGS MEAN]]\n[[HOW DO YOU TRANSLATE THE PERFECT TENSE?]]

WHAT TENSE DO YOU WANT TO CONJUGATE YOUR VERB IN?\n\n[[PRESENT]]\n[[IMPERFECT]]\n[[PERFECT]]\n[[PLUPERFECT]]\n[[FUTURE]]\n[[FUTURE PERFECT]]\n

The perfect tense is occasionally referred to as the SIMPLE PAST. As such it is often translated VERBED (although with irregular verbs, that can vary).\n\ne.g.,\nI KICKED the ball.\nThey SAW the play.\n\nIt can also be translated using the helping verbs HAS or HAVE (but not HAD).\n\ne.g.,\nI HAVE KICKED the ball.\nThey HAVE SEEN the play.\n\nFinally, it is sometimes translated with the helping verb DID.\n\ne.g.,\nI DID KICK the ball.\nThey DID SEE the play.\n\n

GREAT! The pluperfect tense behaves the same for every single verb in the entire Latin language, no matter how irregular or what conjugation is belongs to. \n\nHere's what you need to do:\n\n1. Identify the [[PERFECT STEM]] of the verb.\n2. Add\n[img[PLUPERFECT TENSE ENDINGS]]\n\n\n\n[[I DON'T KNOW WHAT THESE ENDINGS MEAN]]\n[[HOW DO YOU TRANSLATE THE PLUPERFECT TENSE?]]\n[[GIVE ME AN EXAMPLE OF WHAT THE PLUPERFECT TENSE LOOKS LIKE]]

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

Here is what the pluperfect tense of the verb habeo, habere looks like:\n[img[screen shot 2015-01-08 at 5.53.17 pm]]\nn.b., the stem of the verb is BLACK and the endings are PINK.

All Latin Verbs have FOUR PRINCIPLE PARTS.\nThe FIRST principle part usually ends in -o and is translated I VERB.\nThe SECOND principle part usually ends in -re and is translated TO VERB.\n This form is also called the INFINITIVE, and when you remove the -re from it, the \n result is the [[PRESENT STEM]].\nThe THIRD principle part usually ends in -i and is translated I VERBED.\n When you remove the -i from this form, the result is the [[PERFECT STEM]].\nThe FOURTH principle part usually ends in -us or -um and is translated HAVING BEEN VERBED.\n This form is called the PERFECT PASSIVE PARTICIPLE, and when you remove the -us or \n -um from it, the result is the [[PARTICIPIAL STEM]].

[[HOW TO CONJUGATE A VERB]]

Remember: to find the PERFECT STEM of a verb, go to the THIRD [[PRINCIPLE PART]] and remove the letter -i.\n\nThe PERFECT STEM is the foundation for the following tenses and forms:\nPERFECT TENSE\nPLUPERFECT TENSE\nFUTURE PERFECT TENSE\n\nPERFECT ACTIVE INFINITIVE

ELIZABETH SOLOMON

Conjugating Latin Verbs.

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

The pluperfect tense is translated with the English helping verb HAD.\n\ne.g.,\nI HAD kicked the ball.\nThey HAD seen the play.