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Grandmother, daughter and granddaughter.Riddle Masters 17.03.2023
Good Morning Riddle Masters!
I've got your third and final riddle of the week!
Two mothers and two daughters go shopping. They have $21, which they split equally between them. How can this be possible?
Ooh, this is a hard one to end the week on, but we think you lot can handle it.
As always, our 'spoiler' button will hide yours and others' answers. To reveal the answers, simply click the 'spoiler' button! But do your best not to cheat.
Good luck and as always, happy riddle-ing!
That would be a daughter, mother and grandmother. 2 mothers and 2 daughters = 3 people. $7 each (3x7=21)Riddle Masters 17.03.2023
Good Morning Riddle Masters!
I've got your third and final riddle of the week!
Two mothers and two daughters go shopping. They have $21, which they split equally between them. How can this be possible?
Ooh, this is a hard one to end the week on, but we think you lot can handle it.
As always, our 'spoiler' button will hide yours and others' answers. To reveal the answers, simply click the 'spoiler' button! But do your best not to cheat.
Good luck and as always, happy riddle-ing!
Three women. Two mothers. One of the mothers is the daughter of one of the mothers. This daughter is the mother of a daughter. Hence three women share $21 = $7 x 3Riddle Masters 17.03.2023
Good Morning Riddle Masters!
I've got your third and final riddle of the week!
Two mothers and two daughters go shopping. They have $21, which they split equally between them. How can this be possible?
Ooh, this is a hard one to end the week on, but we think you lot can handle it.
As always, our 'spoiler' button will hide yours and others' answers. To reveal the answers, simply click the 'spoiler' button! But do your best not to cheat.
Good luck and as always, happy riddle-ing!
Grandmother, her daughter and her daughter. 21÷3 = 7 eachRiddle Masters 17.03.2023
Good Morning Riddle Masters!
I've got your third and final riddle of the week!
Two mothers and two daughters go shopping. They have $21, which they split equally between them. How can this be possible?
Ooh, this is a hard one to end the week on, but we think you lot can handle it.
As always, our 'spoiler' button will hide yours and others' answers. To reveal the answers, simply click the 'spoiler' button! But do your best not to cheat.
Good luck and as always, happy riddle-ing!
$ 7 each ....1 grandmother, her daughter, & her daughter!Riddle Masters 17.03.2023
Good Morning Riddle Masters!
I've got your third and final riddle of the week!
Two mothers and two daughters go shopping. They have $21, which they split equally between them. How can this be possible?
Ooh, this is a hard one to end the week on, but we think you lot can handle it.
As always, our 'spoiler' button will hide yours and others' answers. To reveal the answers, simply click the 'spoiler' button! But do your best not to cheat.
Good luck and as always, happy riddle-ing!
Three women. Two mothers. One mother is the daughter of one of the mothers. This daughter had a daughter. Hence three women $7 each = $21Riddle Masters 17.03.2023
Good Morning Riddle Masters!
I've got your third and final riddle of the week!
Two mothers and two daughters go shopping. They have $21, which they split equally between them. How can this be possible?
Ooh, this is a hard one to end the week on, but we think you lot can handle it.
As always, our 'spoiler' button will hide yours and others' answers. To reveal the answers, simply click the 'spoiler' button! But do your best not to cheat.
Good luck and as always, happy riddle-ing!
Grandmother, Mother, Daughter. $7.00 eachRiddle Masters 17.03.2023
Good Morning Riddle Masters!
I've got your third and final riddle of the week!
Two mothers and two daughters go shopping. They have $21, which they split equally between them. How can this be possible?
Ooh, this is a hard one to end the week on, but we think you lot can handle it.
As always, our 'spoiler' button will hide yours and others' answers. To reveal the answers, simply click the 'spoiler' button! But do your best not to cheat.
Good luck and as always, happy riddle-ing!
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