The length of a rectangle is 7 m less than twice the width. if the length is decreased by 1 m and the width by 4 m, the perimeter will be 66 m. find the dimensions of the original rectangle.

Let the width be x m, then the length is 2x-7 m.

If the length is decreased by 1m, then new length is 2x-7-1=2x-8 m.

If the width is decreased by 4 m, then new width is x-4 m.

Find the perimeter of new recangle:

The perimeter of new rectangle is 66 m, then

Therefore, old width was 15 metres and old length was 2·15-7=23 metres.

original width: 15 metres, original length: 23 metres

step-by-step explanation:

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by definition, an arc subtended by a central angle of some given measure has the same measure. so .