in the figure HOPE is a rectangle its diagonals meet at G if H G = 6 X + 1 and EG = 4 x + 19 find the x
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Answer:
6x+1= 4x=19
6x-4x= 19-1
2x= 18
x=9
Step-by-step explanation:
Since rectangle is HOPE, therefore, HE will be an edge of the rectangle,
The two lines meet at G, where diagonals intersect. Since G will be at middle of the rectangle, the HEG will be isosceles triangle, angle H & E will be equal, hence, HG and EG will also be equal.
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