Respuesta :
Direct variation means y=kx, using the point (70,170) we can solve for k...
170=70k, k=17/7 so our equation is:
y(x)=17x/7 and we wish to know how much a 110 inch man would weigh...
y(110)=17*110/7
y(110)=1870/7 lbs
y(110)≈267 lbs (to nearest whole pound)
170=70k, k=17/7 so our equation is:
y(x)=17x/7 and we wish to know how much a 110 inch man would weigh...
y(110)=17*110/7
y(110)=1870/7 lbs
y(110)≈267 lbs (to nearest whole pound)
The weight of man having a height of 9 feet 2 inches is approximately 267.14 lbs.
Step-by-step explanation:
Given information:
The record height of a man is 8 feet 11 inches (107 inches)
His weight is 170 pounds.
All mans are having identical body types
We need to calculate the weight of man having height 9 feet 2 inches(110 inches).
According to the question:
Direct variation can be treated as :
[tex]y=kx[/tex] ,
Now, we have the values of one man
So , on solving for [tex]k[/tex]
[tex]170=70 \times k\\\\k=17/7[/tex]
Now,
For the height of 110 inches
[tex]y(110)=(17/7)\times 110\\y(110)=1870/7\\y(110)=267.14[/tex]
Hence, the weight of man having a height of 9 feet 2 inches is approximately 267.14 lbs.
For more information visit:
https://brainly.com/question/11336644?referrer=searchResults