Match the BMI to the corresponding heights and weights. Also, place the specific characteristics (normal weight, overweight, etc.) into the correct BMI category. 77 inches, overweight 169 lbs underweight 68 inches, 6 inches, 82 underweighthes 169 lbs 171 lbs lbs 191 lbs 72 inches, 65 inches,67 inches, 120 lbs 60 inches, 164 lbs 118 lbs 204.5 lbs
BMI = 32 BMI = 26 BMI = 20 BMI = 16

The category in your question is scattered, here is how they should appear.

77 inches, `169lbs;  68inches, 171lbs ; 60 inches, 82lbs;

72 inches, 191lbs; 72 inches 118lbs; 65 inches, 120lbs; 67 inches  204.5 lbs;  60 inches 164 lbs. Please see answer in the explanation column.

Explanation:

According to  BMI formula in the English (Avoirdupois) system for weight  in pounds, and height in inches, we have that

BMI = 703 x (weight/(height)2) and the scale is given as

9.0 to 18.5underweight

18.6 to 24.9normal

25.0 29.9overweight

30.0 and Above Obese, Using this information, we can then solve as

1)For 77 inches and 169lbs

BMI=  703 X (169 / (77)^2= 20.03  --- Normal

2)68inches, 171lbs

BMI=  703 X (171/ 68)^2=  25.99= 26--Overweight

3)60 inches, 82lbs

BMI=  703 X (82/60^2)= 16.01 Underweight

4)72 inches, 191lbs

BMI=  703 X(191/ 72^2) = 25.9=26Overweight

5)72 inches 118lbs

BMI=  703 X(118/72^2)=16---Underweight

6)65 inches, 120lbs

BMI=  703 X(120/65^2)=19.9=20---normal

7)67 inches  204.5 lbs

BMI=  703 X(204.5/67^2)= 32 obese

8).60 inches 164 lbs

BMI=  703 X(164/ 60^2)= 32.02=32---Obese

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the element that provides strength to the exoskeletons of clams and oysters is phosphorus. this is so because calcium carbonate is the main component in the shells.

explanation: