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We have two bulb in parallel debiting 75 + 40 = 115 watts under 110 volts.

I -current amperes

V -potential volts

W -power watts

R -resistance ohms

knowing

W = V*I

V = I*R

W = R*I2

Then:

115 watts = 110 volts * I

=> I = 115/110 = 1,045 amperes

R = 115/(115/110)2 = 1102 / 115 = 105,217 ohms

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Another way:

First get the resistance of each bulb.

Then we know that Rparallel = 1/(1/R1 + 1/R2 )

75 watts = 110 volts * I => I = 75/110 ampere.

R1 = 75/(75/110)2 = 1102/ 75 = 161,333 ohms.

for the other bulb

40watts = 110 volts * I => I = 40/110 ampere.

R2 = 40/(40/110)2 = 1102/ 40 = 302,5 ohms.

meaning

Rparallel = 1/(1/161,333+1/302,5) = 105,217 ohms

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Q: A 75 watts110 volts bulb is connected in parallel with a 40 watts110 volts bulb. What is its net resistance?
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