Which situation is represented by the inequality? 5x + 50 > 3x + 100
a) mitch has $50 and mary has $100. mitch saves $5 per week and mary saves $3 per week. how long will it be before mitch has more money than mary?
b) mitch has $50 and mary has $100. mitch saves $3 per week and mary saves $5 per week. how long will it be before mitch has more money than mary?
c) mitch has $50 and mary has $100. mitch saves $5 per week and mary saves $3 per week. how long will it be before mitch and mary have the same amount of money?
d) mitch has $50 and mary has $100. mitch saves $3 per week and mary saves $5 per week. how long will it be before mitch and mary have the same amount of money?

Option A.

Step-by-step explanation:

Mary has $100 and Mitch has $50.

Mitch saves $5 per week and Mary saves $3 per week.

Let they work for the same months = x

Therefore, their savings after x moths will be

Mitch savings = $(50 + 5x)

Mary's savings = $(100 + 10x)

If Mitch's savings are more than Mary then the inequality formed will be

(50 + 5x) > (100 + 10x)

By solving the inequality we can find the duration after which Mitch will have more money than Mary.

Option A. will be the answer.

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