The angle of the roof on Wendy's dollhouse is 56°. She built a scale model of the dollhouse with a scale ratio 1:4. What is the measure of the angle of the roof of the model she built?
draw it!
How?
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and then fill in the details :)
Can you explain? I really don't understand.
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what do you actually need to calculate? Btw
cos it's 56deg is your just scaling down :-)
`What is the measure of the angle of the roof of the model she built?`
****The angle of the roof on Wendy's dollhouse is 56°.****
Wouldn't it be different as we're referring to a scale model?
no!!
Why not?
ask Euclid !!
The father of Geometry?
who?
This is irrelevant. Can you explain the question?
cool!! now "what would Euclid say" ??
“The laws of nature are but the mathematical thoughts of God.”
we are talking: similar triangles
rip idk either good luck
What does the question mean by saying, "She built a scale model of the dollhouse with a scale ratio `1:4.`"
i think she made it 0.4 times bigger. so that is \(1 \to 1.4\) what do you think??
Oh pants (!!) , with a scale ratio of 1:4, that means a 4x
Right. Considering that, what would the answer be?
same angle, right?
I don't even understand the question.
This is a trivial question that requires neither calculation nor picture. It's a scale model. Why would the angles change? Scale models are intended to reproduce their larger copies. The lengths change. The angles mustn't.
Well, what do you suggest then?
Mmmm
A ban ?!?!
This is a waste of time.
Wendy's Dollhouse agrees :)
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lol !!
THe model has exactly the same shape as the dollhouse. Structures with the same shape have equal angles . So the answer is 56 degrees.
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