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C
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
65%
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Question Stats:
65% (03:12) correct
35%
(03:05)
wrong
based on 112
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Emma’s piggy bank contains 12 cents more than Robert’s piggy bank does, and x is the sum, in cents, of the money in their piggy banks. If half of the money in Emma’s piggy bank is moved to Robert’s and then x cents is added to each piggy bank, how much money, in cents, will Robert’s piggy bank then contain?
A. 3x/4 - 3
B. 3x/4 + 3
C. 7x/4 - 3
D. 7x/4 + 3
E. 3x/2 + 6
Are You Up For the Challenge: 700 Level Questions
A. 3x/4 - 3
B. 3x/4 + 3
C. 7x/4 - 3
D. 7x/4 + 3
E. 3x/2 + 6
Are You Up For the Challenge: 700 Level Questions
16 Mar 2022, 08:15
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E and R be the money in Emma's and Robert's piggy banks respectively.
E=R+12
R+R+12=x
When R+12/2 is moved into Robert's bank and 'x' cents are added into Robert's bank, Robert will have R+(R/2+12/2)+2R+12= 3.5R+18
= -21+18+7x/4
Ans option C
Posted from my mobile device
E=R+12
R+R+12=x
When R+12/2 is moved into Robert's bank and 'x' cents are added into Robert's bank, Robert will have R+(R/2+12/2)+2R+12= 3.5R+18
= -21+18+7x/4
Ans option C
Posted from my mobile device
02 Jun 2025, 09:05
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how did you get 3.5 +18?
divyadna
E and R be the money in Emma's and Robert's piggy banks respectively.
E=R+12
R+R+12=x
When R+12/2 is moved into Robert's bank and 'x' cents are added into Robert's bank, Robert will have R+(R/2+12/2)+2R+12= 3.5R+18
= -21+18+7x/4
Ans option C
Posted from my mobile device
E=R+12
R+R+12=x
When R+12/2 is moved into Robert's bank and 'x' cents are added into Robert's bank, Robert will have R+(R/2+12/2)+2R+12= 3.5R+18
= -21+18+7x/4
Ans option C
Posted from my mobile device
