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How you would scale up the ratio 10 boys to 14 girls to find equivalent ratios?
by multpulying 10 to 14 by 2
How would you scale up the ratio A boys to B girls to find equivalent ratios?
Pick any non-zero integer, n. Then A*n and B*n are an equivalent ratio.
How would you scale up 10 boys to 14 girls to find equivilent ratios?
Multiplying both 10 and 14 by the same number will always mean that the result is the same ratio. 10 x 2 = 20 and 14 x 2 = 28 ...... 20:28 is the same ratio as 10:14 10 x 10 = 100 and 14 x 10 = 140 ...... 100:140 is the same ration as 10:14 This can be done with any number being the multiplier.
What would be 3 cookies in a pie equivilent to?
it is equivilent to OVER 9000 divided by 2 with a kitteh and a dictonary only describing what a dictator is
Who is father of ratios?
That would be Euclid.
What would you rate me on a scale of 1-10 girls only?
It depends on what you look like because nobody can actually see you here.
How much did the titanc cost?
Titanic's building cost (in 1912) was $7.5 million. The equivilent today would be about $413 million.
What if ther was 18 boys and 9 girls what is the ratio?
The ratio of boys to girls in this scenario would be 2:1. This is determined by dividing the number of boys (18) by the number of girls (9), which simplifies to 2:1. Ratios represent the proportional relationship between two quantities and can be expressed in various forms, such as 2/1 or as a fraction.
What are proportional ratios?
They are ratios like 2 over 1 that would represent 20 gallons to 1 gallon sugar
What would you use to measure the weigth of a package?
You would use a scale for measuring weight.You would use a scale for this.
Who is the vice president of the united president?
The United Kingdom does not have a Vice President as they are a constitutional monarchy, the equivilent would be the Deputy Prime Minister
What is the scale factor b and a?
The scale factors ( b ) and ( a ) typically refer to the ratios used to enlarge or reduce an object in geometry or mapping. Specifically, ( b ) represents the scale factor in one dimension (such as width), while ( a ) represents the scale factor in another dimension (such as height). Together, they determine how the dimensions of a shape are transformed when scaling it up or down. For example, if ( b = 2 ) and ( a = 3 ), the object would be twice as wide and three times as tall.
