The value of 7 rounded to the nearest hundredth
1 answer:
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The coefficients could be chosen to be the coefficients in the Maclaurin series of
.
We have
It follows that ,
,
, and
.
For ease of solving, let's first find the rate of Mia and Luke per minute. Since Mia can do 4 pieces every 3 minutes, then she can do 
of a piece per minute. Luke on the other hand can do 
of a piece per minute.
To find how many pieces they made, we first need to find the time it took for them to make the pieces. We assign
as the time Mia spent making origami. Since Luke spent 5 more minutes, we can denote his time as 
.
Putting this into an equation we'll get:
Therefore, Mia made pieces of origami for 39 minutes. Knowing this, we can find out the number of pieces of origami she made:
ANSWER: Mia made 52 pieces of origami.
To find how many pieces they made, we first need to find the time it took for them to make the pieces. We assign
Putting this into an equation we'll get:
Therefore, Mia made pieces of origami for 39 minutes. Knowing this, we can find out the number of pieces of origami she made:
ANSWER: Mia made 52 pieces of origami.