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What is the dimensions of a rectangle if the length is 4 centimeters less than twice its width and the perimeter is 34 centimeters what is the dimensions of a rectangle?
you have two equations with two unknowns, length and width let W = width and L = length 2W - 4 = L (1) The perimeter is 2L + 2W 2L + 2W = 34 (2) rearrange (1) and (2) 2W - L = 4 2W +2L = 34 multiply (1) both sides by 2 4W - 2L = 8 2W + 2L =34 add equations 6W = 42 W = 7 solve L from (2) by substituting W = 7 L = 10
What is the sum of 6.210L and 2L expressed in the correct number of significant digits?
8 L
Which is bigger 2l or 2220mL?
2L is Bigger.
Relationship between period and length of a pendulum?
T=1/2l
The perimeter of a rectangle is 26 m The lenght is 1 m more than twice the width find the dimensions?
L = 2w + 1 2l + 2w = 26 2l + l - 1 = 26 l = 9 w = 4
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