Question

90.7 ma =

1. 450.1 k ω = ? ω

450.1 k ω =

1. 0.0028 a = ? ma

0.0028 a =

Explanation:

Step1: Convert 90.7 mA (assuming to A, common unit conversion)

We know that \( 1\space mA = 10^{-3}\space A \). So, \( 90.7\space mA=90.7\times 10^{-3}\space A = 0.0907\space A \). (If converting to other units, but since the problem's first box is incomplete, we assume A for mA conversion. However, let's check the other sub - questions.)

Step2: Convert \( 450.1\space k\Omega\) to \(\Omega\)

We know that \( 1\space k\Omega= 10^{3}\space\Omega\). So, \( 450.1\space k\Omega=450.1\times10^{3}\space\Omega = 450100\space\Omega\).

Step3: Convert \( 0.0028\space A\) to \(mA\)

We know that \( 1\space A = 10^{3}\space mA\). So, \( 0.0028\space A=0.0028\times 10^{3}\space mA=2.8\space mA\).

Answer:

For \(90.7\space mA\) (assuming to A): \(0.0907\space A\) (if other unit, adjust accordingly)
For \(450.1\space k\Omega\) to \(\Omega\): \(450100\space\Omega\)
For \(0.0028\space A\) to \(mA\): \(2.8\space mA\)