First, you must notice that the power in this lens is +14.00D on the 045th meridian and +12.00D on the 135th meridian. You have to determine the effective power in each meridian, then create an Rx again.
EFFECTIVE POWER. This is a plus lens moved toward the face. It will be effectively weakened.
Dl
De = ---------------
1 + dDl
+14.00
De = --------------------------
1 + (+0.003)(+14.00)
+14.00
De = --------------
1.042
De = +13.44
Dl
De = ---------------
1 + dDl
+12.00
De = --------------------------
1 + (+0.003)(+12.00)
+12.00
De = --------------
1.036
De = -11.58
The 45 meridian is +13.44, the 135 meridian is +11.58D, so the effective
power that the wearer is experiencing is +13.44 -1.86 x 045.
COMPENSATED POWER: We need more plus get what the Doctor intended.
Dl
Dc = ---------------
1 - dDl
+14.00
Dc = --------------------------
1 - (+0.003)(+14.00)
+14.00
Dc = --------------
0.958
Dc = +14.61
Dl
Dc = ---------------
1 - dDl
+12.00
Dc = --------------------------
1 - (+0.003)(+12.00)
+12.00
Dc = --------------
0.964
Dc = +12.45
EFFECTIVE POWER. This is a plus lens moved toward the face. It will be effectively weakened.
The change in vertex distance is 10 mm, which equals 0.010 m. The lens moved toward the face, so d is positive. Dl is +13.00. What is De?
Dl
De = ---------------
1 + dDl
+13.00
De = --------------------------
1 + (+0.010)(+13.00)
+13.00
De = --------------
1.13
De = +11.50
COMPENSATED POWER. This is a plus lens moved toward the face. The trial contact lens needs more plus power.
The change in vertex distance is 10 mm, which equals 0.010 m. The lens moved toward the face, so d is positive. Dl is +13.00. What is Dc?
Dl
Dc = ---------------
1 - dDl
+13.00
Dc = --------------------------
1 - (+0.010)(+13.00)
+13.00
Dc = --------------
0.87
Dc = +14.94
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