1. Draw a diagram to illustrate the tarpaulin.
2. What are the possible dimensions of the tarpauline? And how did you determine such dimensions?
3. Suppose the length of the tarpaulin is 5 ft. longer than its width. What equation represents the given situation?
4. How would you write the equation to represent the situation?
5. Do you think you can use the equation formulated to find the length and the width of the tarpaulin? Justify your answer.
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2. The possible dimensions of a tarpaulin would be 2ft by 9ft or 6ft by 3 ft. The determination of such dimensions is done by taking any two numbers whose product is equal to Eighteen.
3. Area = w (w+5)
4. Let w be the width
length = w + 5
Area = 18sq ft
The formula for finding area = l x w
Area = w (w+5)
18 = w(w+5)
5. 18 = w(w+5)
I don't think it is possible to find the length in this situation because a variable is missing.
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