es urgente
thanks, Krishnamurthy for the translation.
a = 2b
(a + 40)(b + 6) = 2ab
2b^2 - 52b - 240 = 0
rule b'
[26 ± √(26^2 + 480)] / 2
b = 30m and a = 60m
p = 2(a + b )
p = 2 x 90 = 180m
What is the perimeter of a rectangle if its base is twice the width.
If the length increases 40 m and the width 6 m, the area is doubled?
is urgent
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Answers & Comments
thanks, Krishnamurthy for the translation.
a = 2b
(a + 40)(b + 6) = 2ab
2b^2 - 52b - 240 = 0
rule b'
[26 ± √(26^2 + 480)] / 2
b = 30m and a = 60m
p = 2(a + b )
p = 2 x 90 = 180m
What is the perimeter of a rectangle if its base is twice the width.
If the length increases 40 m and the width 6 m, the area is doubled?
is urgent