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If you ran a rope around the earth (assuming it ws a perfect circle), and then run a second rope around it raised up on stakes 1m high (again, assuming it was a perfect circle), how much longer would the second rope be than the first?
Rodney Marsh: "So how's your wife…and my kids?"
Ian Botham: "The wife's fine, but the kids are retarded."
Ian Botham: "The wife's fine, but the kids are retarded."
Bryce, Duane, Julianna, and Sonya share a 40 feet Ã 48 feet rectangular portion of the community garden in their neighborhood. Within this space, each has an individual rectangular garden plot.
Bryce is the only one with a square plot. Its area is the area of Duane’s.
The area of Bryce’s plot is the area of Julianna’s garden. Their plots have one side in common.
Sonya’s garden has an area twice that of Julianna’s garden.
What are the dimensions (length and width) of each person’s garden plot?
Bryce is the only one with a square plot. Its area is the area of Duane’s.
The area of Bryce’s plot is the area of Julianna’s garden. Their plots have one side in common.
Sonya’s garden has an area twice that of Julianna’s garden.
What are the dimensions (length and width) of each person’s garden plot?
I think some fractions have been missed by the QZ machinery during translation!!!!!!!
The version I assume you want is this:
Bryce, Duane, Julianna, and Sonya share a 40 feet Ã 48 feet rectangular portion of the community garden in their neighborhood. Within this space, each has an individual rectangular garden plot.
Bryce is the only one with a square plot. Its area is HALF the area of Duane’s.
The area of Bryce’s plot is TWO THIRDS the area of Julianna’s garden. Their plots have one side in common.
Sonya’s garden has an area twice that of Julianna’s garden.
What are the dimensions (length and width) of each person’s garden plot?
The version I assume you want is this:
Bryce, Duane, Julianna, and Sonya share a 40 feet Ã 48 feet rectangular portion of the community garden in their neighborhood. Within this space, each has an individual rectangular garden plot.
Bryce is the only one with a square plot. Its area is HALF the area of Duane’s.
The area of Bryce’s plot is TWO THIRDS the area of Julianna’s garden. Their plots have one side in common.
Sonya’s garden has an area twice that of Julianna’s garden.
What are the dimensions (length and width) of each person’s garden plot?
Bu - The element of surprise.
Bryce is square and is half area of Duane and also 2/3 Julianna
Duane is twice size of Bryce
Julianna is 3/2 Bryce
Sonia is twice Julianna
Putting all in terms of Julianna's size
Julianna=J
Bryce=2/3J
Sonia=2J
Duane=4/3J
Total area= 1920 ft squared
5J=1920
so J=384
J= 384
B= 256
S= 768
D= 512
Bryce is square so has sides 16ft by 16ft
Julianna has a side in common to Bryce so hers is 16ft by 24ft
16ft + 24ft makes up a 40ft side
so the other two have a 32ft in their measurements giving
B 16ft x 16ft
D 32ft x 16ft
J 16ft x 24ft
S 32ft x 24ft
Duane is twice size of Bryce
Julianna is 3/2 Bryce
Sonia is twice Julianna
Putting all in terms of Julianna's size
Julianna=J
Bryce=2/3J
Sonia=2J
Duane=4/3J
Total area= 1920 ft squared
5J=1920
so J=384
J= 384
B= 256
S= 768
D= 512
Bryce is square so has sides 16ft by 16ft
Julianna has a side in common to Bryce so hers is 16ft by 24ft
16ft + 24ft makes up a 40ft side
so the other two have a 32ft in their measurements giving
B 16ft x 16ft
D 32ft x 16ft
J 16ft x 24ft
S 32ft x 24ft
Bu - The element of surprise.