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if the pizzas are the same size, then 2/3rds of Jakes pizza = 4/6ths of Al's... are they different sizes?
no the problem is written exactly how it says
als pizza is 1/3rd larger than jakes 2/3rds of jakes = 1/2 of als
i am just not understanding how 2/3 can be equal to 4/6, i know that if you make 2/3 into 4/6 then that would make the denominator equal, but i am not understanding what the question is asking
can u solve r and r2?
the square root of area/pi
so 9.9 and 11?
yep... and there are ur pictures |dw:1433748924969:dw|
sorry... als pizza area (total) should be 418... not 408... my bad
ok so for this question: Al's pizza cost 6$. use your drawing to show how much jake's pizza should cost. would jakes pizza cost two more dollars because it would be 1/6 bigger and each 1/6 slice in Al's pizza would cost 2 dollars
als pizza costs 6$ als pizza = 1.333 times the size of jakes pizza so makes sense that als pizza = 1.333 times the cost of jakes pizza $A = 1.333 x $J $6 = 1.333 x $J 6 / 1.333 = $J
the horizontal shaded bits are the same overall area
so as u can see... each 1/3 rd of Jakes is equal to 1/4th of Als... yeah?
cools @yvette123456 ;)