Question

five resistance are connected in the shape of a letter A as shown in the figure alongside determine the total resistance of the circuit​

Answer 1

Answer:15 ohm

Explanation:

Refer to the attached picture. And mark as brainliest. Thank you

Answer 2

Answer:

The value of the circuit's total/equivalent resistance is $15\Omega$.

Explanation:

• The $3 \Omega$ and the $7\Omega$ resistors are in series and their combination is in parallel with the below $10\Omega$ resistor.
• This whole above combination is in series with the two $5\Omega$ resistors at the bottom.
• In a parallel combination of the resistors, the current is not the same but is divided depending upon the resistor's values.

For the $3\Omega ,7\Omega$ and the $10\Omega$ resistors, the total equivalent resistance $(Re)$:

$R1=3\Omega + 7\Omega$

     $= 10 \Omega$

$Re=\frac{(10\times10)}{(10 + 10)} \Omega$

     $=5\Omega$

For the complete circuit, the total resistance $(Req)$ is:

$Req=5\Omega + 5\Omega + Re$

       $=5\Omega +5\Omega +5\Omega$

       $=15\Omega$

So, the value of the circuit's total/equivalent resistance is $15\Omega$.