1.5 to 1
The scale would be 1:84
86% would be 2.58 on a 3-point scale.
That depends on the grading scale for the class.
It is the same as 2 cm = 3 m or 1 cm = 1.5 m The scale ratio would therefore be 150:1
it deals with proportion. think of a map ... it has a "scale". it would be silly to try and create a life-size map of a city, because it would cover the whole city. instead, they might use a "scale" to say that each inch on the map represents 1 mile in real life. a model airplane might have a scale of 1:30 meaning that if every measurement on the model were multiplied by 30, then it would be the size of the real thing. if you scale something by a factor of 10, you make everything 10 times bigger (or further) a scale factor of 1/10 makes everything 10 times smaller.
the scale factor would be two thirds to make an object 66.66666 re-ocurring to reduce and object by 33 percent
A scale factor is a number which scales, or multiplies, some quantity. A scale factor of two would mean to multiply whatever it is by two.
The scale would be 1:84
a scale factor of 4.5 is your answer
A machine with 100 percent mechanical efficiency would be called an ideal machine, as it would have no energy losses due to friction, heat, or other inefficiencies.
86% would be 2.58 on a 3-point scale.
If a big triangle has a base length of 6, and a small triangle has a corresponding base length of 3, the scale factor from large to small is 2/1 (or 2). The scale factor from small to large would be 1/2.
the answer would be 10 0n apex
A scale factor in a number that changes the size of a shape by that scale examples: 1: if you have a square that is 1cm by 1cm and you increaseit by a scale factor of 3 the square would then be 3cm by 3cm 2: if you had a 2cm by 2 cm square and increase by a scale factor of 0.5 you'd get a 1cm by 1 cm square
No a scale factor of 1 is not a dilation because, in a dilation it must remain the same shape, which it would, but the size must either enlarge or shrink.
To scale quantities proportionally, you simply multiply or divide the quantity by the scaling factor. For example, if you want to double a quantity, you would multiply it by 2. If you want to scale a quantity by a different factor, you would use that factor in the multiplication or division process accordingly.
designing a scale model