Question

What change can be done in rhombus to convert it into square.?
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Answer 1

Step-by-step explanation:

Remove the four sides of the rhombus that are equal and change the intersection of the diagonals from right angles into an acute and an obtuse angles or supplementary angles and then connect the four ends of the diagonals then you will get a rectangle.

b. Increase the shorter diagonal and make it the same length as the other diagonal, you will get a square, which is unfortunately not a rectangle.

c. Decrease the longer diagonal and make it the same length as the other diagonal, you will get a square, which is unfortunately not a rectangle.

d. Increase the one diagonal of the square, and you get a rectangle.

e. Decrease the one diagonal of the square, and you get a rectangle.

f. The rhombus forms 4 RATs due to the intersection of the diagonals. On each hypotenuse, (there are four of them), attach a congruent RAT. You will get a rectangle that is twice the area of the original rhombus. You will get a rectangle, circumscribed outside the original rhombus.