Find the input-output differential equation for the circuit shown in Figure (a) where the  inputs are the two voltage sources ei (t) and e2(t)

A strain gauge transducer is constructed in a Wheatstone bridge circuit configuration. In the null condition, each element has a resistance of 200 ohm. When a force is applied, each resistance changes by 10 ohm.Find the output voltage if a 20-V excitation potential is applied to the bridge.

using op amps, build a cirsuít the 1produces the following equation. f-.3V,(+ +2 v, (+) dt

Please could you use Matlab to solve this question and You must submit the Matlab Simulink blocks you used as well as resulting outputs/plots in your answers. Please view the images attached for the question

Please show all the work.

OAP 5 Design an op-amp circuit using a single op-amp that adds two input signals V₁1 and Vs2. That is, Vo = Vs1 + Vs2. Each input signal can vary between -5 V and +5 V: -5 V ≤ Vs1 ≤ +5 V and -5 V ≤ Vs2 ≤ +5 V. Choose resistor values such that the maximum current leaving or entering either voltage source (vs1 or Vs2) is 1 mA. (You can assume the power rails VDD and Vss are large enough to accommodate the most extreme outputs.)

Please show me how to do this problem and find the unknowns. Some of them are already given as this is an example problem. Thank you!