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If a certain Op-Amp has a mid range open-loop gain of 200000 and a unity-gain frequency of 5MHz, the gain bandwidth product in Hz is :
    Correct answer is '5000000'. Can you explain this answer?
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    If a certain Op-Amp has a mid range open-loop gain of 200000 and a uni...
    gain bandwidth product = frequency at which gain is unity
    = 5 MHz
    = 5000000 Hz
    The correct answer is: 5000000
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    If a certain Op-Amp has a mid range open-loop gain of 200000 and a uni...
    Open-Loop Gain and Unity-Gain Frequency

    The open-loop gain of an operational amplifier (Op-Amp) refers to the amplification factor of the Op-Amp when no feedback is applied. It represents the gain of the Op-Amp in an open-loop configuration. In this case, the given Op-Amp has a mid-range open-loop gain of 200,000.

    The unity-gain frequency of an Op-Amp, also known as the gain-bandwidth product, refers to the frequency at which the open-loop gain of the Op-Amp drops to unity (1). In other words, it is the frequency at which the gain of the Op-Amp becomes equal to the mid-range open-loop gain divided by the magnitude of the frequency. In this case, the unity-gain frequency is given as 5MHz.

    Calculating Gain-Bandwidth Product

    To calculate the gain-bandwidth product, we can use the formula:

    Gain-Bandwidth Product = Open-Loop Gain × Unity-Gain Frequency

    Substituting the given values:

    Gain-Bandwidth Product = 200,000 × 5,000,000 Hz

    Simplifying the expression:

    Gain-Bandwidth Product = 1,000,000,000,000 Hz

    Therefore, the gain-bandwidth product of the given Op-Amp is 1,000,000,000,000 Hz or 1,000,000 MHz.

    Explanation of the Answer

    The gain-bandwidth product represents the product of the open-loop gain and the unity-gain frequency. It provides an estimate of the maximum gain that can be achieved at a certain frequency. In this case, the given Op-Amp has a high open-loop gain of 200,000 and a relatively low unity-gain frequency of 5MHz. Multiplying these values together gives a very high gain-bandwidth product of 1,000,000,000,000 Hz.

    The gain-bandwidth product is an important parameter in determining the performance of an Op-Amp in various applications, such as amplifiers and filters. It indicates the maximum frequency at which the Op-Amp can provide a certain level of gain. If the frequency exceeds the unity-gain frequency, the gain of the Op-Amp decreases, and it may not be suitable for high-frequency applications. Therefore, a high gain-bandwidth product is desirable for applications requiring high-frequency amplification.

    Overall, the gain-bandwidth product of 1,000,000,000,000 Hz indicates that the given Op-Amp can provide a high gain at relatively lower frequencies, making it suitable for a wide range of applications.
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    If a certain Op-Amp has a mid range open-loop gain of 200000 and a unity-gain frequency of 5MHz, the gain bandwidth product in Hz is :Correct answer is '5000000'. Can you explain this answer?
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