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Love
Ok, I have an assignment to create an infant toy and I'm totally clueless!!! I have a baby but she isn't into toys yet. So what do you like for your babies to play with? And what interests them?
Answer
Color, something they can grab themselves. Texture is also important to me when looking for toys, I want to safely expose them to different touch. Nothing that can potentially get wrapped around a finger or neck.
I personally don't get toys with batteries. I want any noise to be generated by the child or non-mechanical music. (bells, crackle paper, etc.) I think this has helped my children's imagination and creativeness. Just something that works for my family.
Color, something they can grab themselves. Texture is also important to me when looking for toys, I want to safely expose them to different touch. Nothing that can potentially get wrapped around a finger or neck.
I personally don't get toys with batteries. I want any noise to be generated by the child or non-mechanical music. (bells, crackle paper, etc.) I think this has helped my children's imagination and creativeness. Just something that works for my family.
How do I set up this algebra word problem?
Stephanie
Three of the highest grossing toy categories in 2005 were infant toys, dolls, and games. Together they had gross sales of $8.2 billion. Total sales of dolls and games together were $2 billion more than sales of infant toys. Sales of games were $0.3 billion less than doll sales. Find the amount of sales of each type of toy.
I need to know how to set up the problem.
Answer
Stephanie...keep it simple, use obvious letters to replace words.
t + d + g = 8.2.....(1)
d + g = t + 2........(2)
g = d - 0.3...........(3)
Eliminating d's and g's by subtraction in equation 1 and 2 gives
t = -t + 8.2 - 2
t + t = 8.2 - 2
2t = 6.2
t = 3.1
Putting t back into equation 1 gives
3.1 + d + g = 8.2
d + g = 8.2 - 3.1
d + g = 5.1
Putting t back into equation 2 gives
d + g = 3.1 + 2
d + g = 5.1..............which is the same equation as 1
Now, looking at equation 3
g = d - 0.3
So, g - d = -0.3
d - g = 0.3
Now we have 2 equations in 2 unknowns
Adding gives 2d = 5.4
d = 2.7
Putting d back into either one of these gives
g = 2.4
Toys = $3.1 billion
Games = $2.4 billion
Dolls = $2.7 billion
Hope this helps.
:)>
Stephanie...keep it simple, use obvious letters to replace words.
t + d + g = 8.2.....(1)
d + g = t + 2........(2)
g = d - 0.3...........(3)
Eliminating d's and g's by subtraction in equation 1 and 2 gives
t = -t + 8.2 - 2
t + t = 8.2 - 2
2t = 6.2
t = 3.1
Putting t back into equation 1 gives
3.1 + d + g = 8.2
d + g = 8.2 - 3.1
d + g = 5.1
Putting t back into equation 2 gives
d + g = 3.1 + 2
d + g = 5.1..............which is the same equation as 1
Now, looking at equation 3
g = d - 0.3
So, g - d = -0.3
d - g = 0.3
Now we have 2 equations in 2 unknowns
Adding gives 2d = 5.4
d = 2.7
Putting d back into either one of these gives
g = 2.4
Toys = $3.1 billion
Games = $2.4 billion
Dolls = $2.7 billion
Hope this helps.
:)>
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