The price of a with a 100% markup from the wholesale price would be twice the wholesale price. So, the price of w would be 200 a.
100 n 25 w 400 w 100 w
P = 2 x (L + W), so L + W = 100 ie P/2 = L + W W = L - 200 so P/2 = L + L - 200 = 2L - 200 therefore L = P/4 + 100
P = 100 l = 30 w = 20
First of all, an area of 100 feet is not possible since area is measured in square feet - not in feet. But suppose we overlook that fundamental error. The area of a rectangle is not sufficient to determine its perimeter. It can have any value greater than 40 ft. Let L be ANY length ≥ 10 ft and let W = 100/L ft. Then, a rectangle with length L and width W has an area of L*W = L*100/L = 100 square feet. But since there are infinitely many choices for L, there are infinitely many perimeters (P). For example, L = 10 => W = 10 => P = 40 L = 100 => W = 1 => P = 202 L = 1000=> W = 0.1 => P = 2000.2 L = 10000=> W = 0.01 => P = 20000.02 You should see from that, there is no limit to how large L can be and so no limit on how large P can be.
I = p/v = 100w/9v = 11.11ai = p*v = 100w*9v = 900ai = (p/2)*v = 50w*9v = 450ai = p*2*v = 100w*(9v + 9v) = 8100a
Aluminium - 30k p/w Verminator - 25k p/w Abu Dhabi - 250k p/w Gervininho - 249k p/w Theo Walnut - 11.5k p/w Batman + Robin - 0.04k p/w
100 divided by w, or, 100/w. It depends on what w is. If you know w, then just plug it in and divide.
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