the function H described by H (x) -2.75x+71.48 can be used to predict the height in centimeters of a women whose humerus is z cm long
predict the height of the womens humerus is 32 cm long
To predict the height in centimeters of a woman whose humerus is z cm long using the function H(x) = -2.75x + 71.48, we need to substitute the value of the humerus length (z) into the function and solve for H(z).
Given the humerus length of 32 cm, we can substitute this value into the function as follows:
H(32) = -2.75(32) + 71.48
Now we can calculate the value:
H(32) = -88 + 71.48
H(32) = -16.52 cm
Therefore, the predicted height of a woman whose humerus is 32 cm long is approximately -16.52 cm.