Physics, asked by jameyj6519, 9 months ago

3 resistors of 2ohm , 3 ohm and 6 ohm are given. What is the highest resistance that you can get using all of them?

Answers

Answered by rohitcocrider1234
0

Answer: 11ohm

Explanation: R(Highest) = R1 + R2 + R3

using Series Connection you get the highest resistance and R(lowest) = 1/R1 + 1/R2 + 1/R3 Using Parallel connection you can get the lowest Resistance

Answered by OoINTROVERToO
0

" \bf{ \pmb{  \underline{\gray{GIVEN}}}}  \\  \sf \: \small{ Three \:  resistors \:  of  \: 2 Ω, 3 Ω  \: and  \: 6 Ω  \: are \:  given  \: respectively. }\\  \\  \\  \bf{ \pmb{  \underline{\gray{TO \:  FIND  }}}}\\ \rm \small{Least  \: value  \: of \:  the \:  three \:  resistances. }\\  \\   \\  \bf { \pmb{  \underline{\gray{ SOLUTION}}}}  \\  \tt \tiny{For \:  the  \: max  \: value \:  of  \: the  \: resistances, resistor \:  are \:  connected \:  in  \: \bf{\blue{Series \: Combination}} }\\  \tt \tiny{For \:  the  \: least \ value\ of  \: the \:  resistances, resistor  \: are  \: connected \:  in\  \bf{\green{Parallel \: Combination}} } \\  \\   \cal \: \small{\red{Connect  \: the \:  resistor  \: in  \: series  \: for \:  getting  \: highest \:  value :} }\\  \\ \begin{gathered}\small \rm R_{eq} = {R_1} + {R_2} + {R_3} \\  \\  \small  \rm R_{eq} = 2 + 3 + 6 \\ \\ \large { \boxed{\bf \blue{R_{eq} = 11 Ω}}}\end{gathered}

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