OKay help me out guys and girls, my little cousin needs help and I don’t know how to solve any of these.
supppose u have 320 feet of fencing and want to completely enclose a rectangular space what is the maximum area you can enclose and wat are the dimensions?
write an equation that defines a rational function with a vertical asymptote as x=2 and a horizontal asymptote at y=0
eventhough i am good in math.. but rite now i can’t think of anythin… u gotta apply some kinda formula to dat rectangular space in order to find maximan area and dimesions. i think u would use area of a rectangle..:halo:
and then take a slope of dat rectangular space and write an equation: y=something+b
and after dat u r gonna google ver. and hori. asymptote.. okay
so i just take two number which i multiply and give 320 or close to it .
coz are of rectangular is = l*w
so i choose two number which gave me 16 * 20 = 320
max is obvious coz all the space i have alredy filled up so there is no more space :) so again max will be 320 :)
still i a, not sure coz i did this long time ago and my mind is not working right now coz iam doing my hw
i think is correct coz i am trying to rechecking different ways and ia m getting it but still can excatly remember but is much better u have nothing on the paper at least u try