Latest Exam Aptitude Question SOLUTION: log7^4x + log7^(x+1) = log7^64

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Previous Question: Q. Use the transformation T:(x,y) -> (x + 2,y -1) and S: (x,y) -> (2x,y). 1. Find T: (-1,4). 2. Find S:(3,5). 3. What is the preimage of (4,-1) under T? 4. Which is an isometry? A. T B. S C. both T and S D neither T nor S Next Question: Q. One is x^2 = 2y, where the vertex equals (0,0).

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log7^4x + log7^(x+1) = log7^64: Asked In Exam (10 years ago); Unsolved; Is this Puzzle helpful? (0) (0) Submit Your Solution Log and Antilog

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Previous Question: Q. Use the transformation T:(x,y) -> (x + 2,y -1) and S: (x,y) -> (2x,y). 1. Find T: (-1,4). 2. Find S:(3,5). 3. What is the preimage of (4,-1) under T? 4. Which is an isometry? A. T B. S C. both T and S D neither T nor S Next Question: Q. One is x^2 = 2y, where the vertex equals (0,0).

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