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Urgent Help!!!

A) It's given A(0,4) , it means that distance from origin to point A is 4 and A is half the distance from B , So A =4 and B from origin will b 8 , So diagonal = 8


8 = a * root(2)
a = 4*root(2)

and we an evaluate the area...isn't it ?????????????
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rocko911
Urgent Help!!!

A) It's given A(0,4) , it means that distance from origin to point A is 4 and A is half the distance from B , So A =4 and B from origin will b 8 , So diagonal = 8


8 = a * root(2)
a = 4*root(2)

and we an evaluate the area...isn't it ?????????????

Hi rocko911

Let the origin be point o
then the other two angles of right triangle ADO may be anything , which changes the value of side (hyp. of triangle) of square with angles
so u cannot deduce the diagonal to be 8 ..
for more visual clarity , refer below fig attached
hope u understand :)
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rocko911
Urgent Help!!!

A) It's given A(0,4) , it means that distance from origin to point A is 4 and A is half the distance from B , So A =4 and B from origin will b 8 , So diagonal = 8


8 = a * root(2)
a = 4*root(2)

and we an evaluate the area...isn't it ?????????????

Let the origin be point o
then the other two angles of right triangle ADO may be anything , which changes the value of side (hyp. of triangle) of square with angles
so u cannot deduce the diagonal to be 8 ..
for more visual clarity , refer below fig attached
hope u understand :)

In GMAT guidelines they say that pic is presented with the actual proportions, meaning that if you see square on the pic, you can be sure that sides of the figure have the same length, or like in our case, if you see equal lines on the linear plane they should be equal as well as angles. Please correct me if I'm wrong.
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StaicyT
rohit8865
rocko911
Urgent Help!!!

A) It's given A(0,4) , it means that distance from origin to point A is 4 and A is half the distance from B , So A =4 and B from origin will b 8 , So diagonal = 8


8 = a * root(2)
a = 4*root(2)

and we an evaluate the area...isn't it ?????????????

Let the origin be point o
then the other two angles of right triangle ADO may be anything , which changes the value of side (hyp. of triangle) of square with angles
so u cannot deduce the diagonal to be 8 ..
for more visual clarity , refer below fig attached
hope u understand :)

In GMAT guidelines they say that pic is presented with the actual proportions, meaning that if you see square on the pic, you can be sure that sides of the figure have the same length, or like in our case, if you see equal lines on the linear plane they should be equal as well as angles. Please correct me if I'm wrong.

GMAT gives u enough info for deducing about given fig.
in above ques it was clearly stated that fig is sq. , if not so then the fig may be rectangle.
hope this answers your querry....
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AbdurRakib

What is the area of square ABCD, as shown in the coordinate
plane above?
(1) Point A has coordinates (0,4).
(2) Points B and D have coordinates (4,8) and (4,0),
respectively.


Dear Moderator,
Please check this question, the image of the same is not visible. Thank you.
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stne
AbdurRakib

What is the area of square ABCD, as shown in the coordinate
plane above?
(1) Point A has coordinates (0,4).
(2) Points B and D have coordinates (4,8) and (4,0),
respectively.


Dear Moderator,
Please check this question, the image of the same is not visible. Thank you.

Fixed that. Thank you for noticing.
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chetan2u , sir need your help here
if suppose the point of intersection of diagonals AC and BD is P , so in a square DP = BP and that is BD/2 and BD=side *sqrt(2) so , if the origin is O can't we say OA=DP and hence evaluate side and area

thanks in advance
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