Physics, 13.07.2019 22:00 aprilreneeclaroxob0c

Choose the option below that best completes this sentence: when two circuit elements (e. g., light bulbs, resistors, etc.) are in parallel, the must be the same. choose the option below that best completes this sentence: when two circuit elements (e. g., light bulbs, resistors, etc.) are in parallel, the must be the same. a. current through each element b. voltage drop across each element c. both a and b

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When circuit elements are in parallel ; ( B ) voltage across each element must be the same When circuit elements are in series ; ( A ) current through each element must be the same

A series circuit is an electrical circuit where the circuit elements are connected end to end ( on the same line ) with each other. any current flowing through the circuit must flow through all the circuit elements therefore the amount of current flowing through each circuit element is the same for every element. while

In a parallel electrical circuit the circuit elements are not connected on a straight line but connected across each other thereby branches are formed in a parallel circuit. therefore the current flow across each element is not the same but the voltage drop across the elements are the same

Hence we can conclude that When circuit elements are in parallel voltage drop across each element must be the same while

When circuit elements are in series current through each element must be the same.

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Answer from: Calumworthy6046

When two circuit elements (e.g., light bulbs, resistors, etc.) are in PARALLEL, the voltage drop across each element must be the same. (choice-b)

When the same two circuit elements are in SERIES, the current through each element must be the same.

Choose the option below that best completes this sentence: when two circuit elements (e.g., light b

Answer from: Quest

The boat's velocity relative to the riverbank can be resolved into two components. the component going north is 2.7 m/s and the component going west is 1.2 m/s.we add these two vectors and then find the magnitude of the resultant to get the speed.the magnitude of the resultant vector from adding can be obtained by the pythagorean theorem. $\begin{aligned} | \vec{v}| & = \sqrt{(\text{2.7 m/s})^2 + (\text{1.2 m/s})^2 } \\ & = 2.954 \text{ m/s} \end{aligned}$ to two significant figures, the boat's speed relative to the riverbank is 3.0 m/s.

Answer from: Quest

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