Hi Dorke
Can you check this for me to see if I'm anywhere near
[(R2)^2 +(XL1)^2]^0.5
100^2
Z=R2*1/(Vout/Vin)
R2 x 1 =100 = 100
Vout 0.7v/Vin 1.0 v = 0.7
Z= 100/ 0.7
Z = 142.8571429
0.7= [(R2)^2 +(XL1)^2]^0.5 / [(R1+R2)^2 +(XL1)^2]^0.5
solve for XL1
[ (R2)^2 + (XL1)^2 ]^0.5 / [ (R1 + R2)^2 + (XL1)^2]^0.5
[ (22000)^2 + (XL1)^2]^0.5 / [ (22000+100)^2 + (XL1)^2 ]^0.5
[ 484000000 ]^0.5 / [ (22100)^2 ]^0.5
[ 484000000 ]^0.5 / [ (488410000) ]^0.5
242000000 / 244205000
XL1^2 = 0.9909707008
XL1 = 0.9954751131