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One of your commonly used laboratory instantaneous test signal voltages $(v_{s})$ is described by the equation... $v_{s}=5sin(2πft−3π )$ where $f=1MHz$ and $t$ represents time . Make time ( $t$ ) the subject of this formula, and hence determine the first point in time when the instantaneous signal voltage has a magnitude of $+3V$. Note: A colleague has reminded you that you need to have your calculator in radians mode (RAD) for this calculation, because the angle is given in radians (i.e. $π$ is featured). Use this software or to draw at least two cycles of this signal and annotate the drawin so that your non-technical colleagues may understand the relevant information it contains.

Given,

where, f = 1MHz and t represents time.

Determine the first point in time when the instantaneous signal voltage has a magnitude of +3V.

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