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Bunuel
Nina has exactly enough money to purchase 6 widgets. If the cost of each widget were reduced by $1.25, then Nina would have exactly enough money to purchase 8 widgets. How much money does Nina have?

A. $22
B. $24
C. $30
D. $36
E. $40

So from stem 8*1.25 (Reduction)=2 Widgets; so 1 widget is 5$ before reduction and so 6 widgets cost is 30.
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Bunuel
Nina has exactly enough money to purchase 6 widgets. If the cost of each widget were reduced by $1.25, then Nina would have exactly enough money to purchase 8 widgets. How much money does Nina have?

A. $22
B. $24
C. $30
D. $36
E. $40

Let’s denote the price of one widget by p and Nina’s money by n. We can create the equations:

6p = n

and

8(p - 1.25) = n

8p - 10 = n

Equating our two equations, we have:

8p - 10 = 6p

2p = 10

p = 5

Nina has 5 x 6 = 30 dollars.

Answer: C
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Arvind42
Bunuel
Nina has exactly enough money to purchase 6 widgets. If the cost of each widget were reduced by $1.25, then Nina would have exactly enough money to purchase 8 widgets. How much money does Nina have?

A. $22
B. $24
C. $30
D. $36
E. $40

So from stem 8*1.25 (Reduction)=2 Widgets; so 1 widget is 5$ before reduction and so 6 widgets cost is 30.

So from stem 8*1.25 (Reduction)=2 Widgets---How?
Arvind42
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hudacse6
Arvind42
Bunuel
Nina has exactly enough money to purchase 6 widgets. If the cost of each widget were reduced by $1.25, then Nina would have exactly enough money to purchase 8 widgets. How much money does Nina have?

A. $22
B. $24
C. $30
D. $36
E. $40

So from stem 8*1.25 (Reduction)=2 Widgets; so 1 widget is 5$ before reduction and so 6 widgets cost is 30.

So from stem 8*1.25 (Reduction)=2 Widgets---How?
Arvind42

hudacse6

Saving is 1.25 per widget for 8 widgets
At old price she was able to by 2 less (8 now and 6 then)
Saving value = value (old value) of 2 widgets

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