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If a function f(t) u(t) is shifted to the right side by t0, then the function can be expressed as
- a)f(t - t0) u(t)
- b)f(t) u(t - t0)
- c)f(t - t0) u(t - t0)
- d)f(t + t0) u(t + t0)
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
If a function f(t) u(t) is shifted to the right side by t0, then the f...
Explanation:
When a function f(t) u(t) is shifted to the right side by t0, it means that the function starts at t0 instead of t=0. Therefore, we need to shift the entire function to the right by t0.
Option A: f(t - t0) u(t)
This option shifts the function to the right by t0, but it still starts at t=0. Therefore, it is incorrect.
Option B: f(t) u(t -t0)
This option delays the function by t0, but it does not shift it to the right. Therefore, it is incorrect.
Option C: f(t - t0) u(t - t0)
This option shifts the entire function to the right by t0 and also delays it by t0. Therefore, it is the correct answer.
Option D: f(t + t0) u(t + t0)
This option shifts the entire function to the left by t0 instead of to the right. Therefore, it is incorrect.
In summary, the correct option for expressing a function f(t) u(t) shifted to the right side by t0 is f(t - t0) u(t - t0).
When a function f(t) u(t) is shifted to the right side by t0, it means that the function starts at t0 instead of t=0. Therefore, we need to shift the entire function to the right by t0.
Option A: f(t - t0) u(t)
This option shifts the function to the right by t0, but it still starts at t=0. Therefore, it is incorrect.
Option B: f(t) u(t -t0)
This option delays the function by t0, but it does not shift it to the right. Therefore, it is incorrect.
Option C: f(t - t0) u(t - t0)
This option shifts the entire function to the right by t0 and also delays it by t0. Therefore, it is the correct answer.
Option D: f(t + t0) u(t + t0)
This option shifts the entire function to the left by t0 instead of to the right. Therefore, it is incorrect.
In summary, the correct option for expressing a function f(t) u(t) shifted to the right side by t0 is f(t - t0) u(t - t0).
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If a function f(t) u(t) is shifted to the right side by t0, then the f...
For right shift both frequency and impulse will shift by to and
the sign for right shift is negative
the sign for right shift is negative
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If a function f(t) u(t) is shifted to the right side by t0, then the function can be expressed asa)f(t - t0) u(t)b)f(t) u(t -t0)c)f(t - t0) u(t - t0)d)f(t + t0) u(t + t0)Correct answer is option 'C'. Can you explain this answer? for GATE 2025 is part of GATE preparation. The Question and answers have been prepared according to the GATE exam syllabus. Information about If a function f(t) u(t) is shifted to the right side by t0, then the function can be expressed asa)f(t - t0) u(t)b)f(t) u(t -t0)c)f(t - t0) u(t - t0)d)f(t + t0) u(t + t0)Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for GATE 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for If a function f(t) u(t) is shifted to the right side by t0, then the function can be expressed asa)f(t - t0) u(t)b)f(t) u(t -t0)c)f(t - t0) u(t - t0)d)f(t + t0) u(t + t0)Correct answer is option 'C'. Can you explain this answer?.
If a function f(t) u(t) is shifted to the right side by t0, then the function can be expressed asa)f(t - t0) u(t)b)f(t) u(t -t0)c)f(t - t0) u(t - t0)d)f(t + t0) u(t + t0)Correct answer is option 'C'. Can you explain this answer? for GATE 2025 is part of GATE preparation. The Question and answers have been prepared according to the GATE exam syllabus. Information about If a function f(t) u(t) is shifted to the right side by t0, then the function can be expressed asa)f(t - t0) u(t)b)f(t) u(t -t0)c)f(t - t0) u(t - t0)d)f(t + t0) u(t + t0)Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for GATE 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for If a function f(t) u(t) is shifted to the right side by t0, then the function can be expressed asa)f(t - t0) u(t)b)f(t) u(t -t0)c)f(t - t0) u(t - t0)d)f(t + t0) u(t + t0)Correct answer is option 'C'. Can you explain this answer?.
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