sixteen years later ushati will be two times as old as she was 16 years ago. how old is she now?
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Answered by
2
Let us consider Ushati's present age to be 'x'
Therefore, 16 years ago, she would have been 'x -16', and 16 years later, she will be 'x + 16'
Through the question, we get the equation: x + 16 = 2 (x - 16)
Solving this step by step, we have x + 16 = 2x - 32
Therefore, 16 + 32 = 2x - x (By transposing)
So, x = 48 years, which is Ushati's present age. (You can verify this)
Hope this helps.
Therefore, 16 years ago, she would have been 'x -16', and 16 years later, she will be 'x + 16'
Through the question, we get the equation: x + 16 = 2 (x - 16)
Solving this step by step, we have x + 16 = 2x - 32
Therefore, 16 + 32 = 2x - x (By transposing)
So, x = 48 years, which is Ushati's present age. (You can verify this)
Hope this helps.
Answered by
0
Answer:
Step-by-step explanation:
Let us consider Ushati's present age to be 'x'
Therefore, 16 years ago, she would have been 'x -16', and 16 years later, she will be 'x + 16'
Through the question, we get the equation: x + 16 = 2 (x - 16)
Solving this step by step, we have x + 16 = 2x - 32
Therefore, 16 + 32 = 2x - x (By transposing)
So, x = 48 years, which is Ushati's present age. (You can verify this)
Hope this helps.
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