If the polygons are similar, which ratio shows the relationship of the area of the larger polygon to the area of the smaller polygon? the bigger polygon has a measurement of 12 and the smaller polygon has a measuremtent of 6 and 8. 4/1 9/4 3/2
is there a picture to go with this?
@completidiot here is the picture
you need to use proportions in order to determine the missing side area of a trapezoid - A= 1/2 (b1+b2)(h) ratio A1/A2 = (b11+b21)/(b21+b22)
On the ratio where did you get 11 and 21
those arent numbers those are part of the variable
oh okay
i was trying to differentiate the variables by using numbers
but then how do you find the missing side
b1 - base on top of trapezoid b2- base on the bottom b11- base on top of trapezoid 1 b21- base on bottom of trapezoid 1
we know that the 2 trapezoids are similar so we can use a proportion to determine the missing side
8 is proportional to the missing side and 6 is proportional to 12
okay so then it would be 12/6=2 so then 8x2 = 16 so then that is the missing side
it can be set up as 8/6= x/12 where x is the missing side
yes pretty much
okay thank you
But then what would be height
well, when you're doing the ratio, you will realize that the height cancels out so it wont be needed
oh okay
But wait then that will give you 2/1 that is not a choice
yeah I know the area of the smaller one is 7 then the bigger one is 14.... 14/7 it gives you 2/1 when simplified
oh wait sorry, i forgot, height is also proportional
height of 2nd one would be 2h height of 1st one would be h
SORRY
its okay LOL
But then how do you find h on the first one
again, the h cancels out
okay so then 2 is for the 12 or the 6 and since I have you here can you help me out on this please A bakery charges $0.10 for a cookie that is 2 inches in diameter. If the price is proportional to the area, how much do they charge for an extra large cookie that is 10 inches in diameter? Assume that each cookie is shaped of a circle.
Thanks I got 4/1
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