On a scale drawing of steps with the base being 1 3/4 inches and the steps going up 1/4 inch each on the drawing.Which scale was used for the drawing if the actual height of each step is 6 inches? A. 1/8 = 1 foot,
10 ines
the are hard as heck
2
its hard and yet my teacher isn't helping me.HELP!!!!!!!!!!!!!!!!!!!!!!!!!
what is the step to be follow in deciding on the scale to be use?.
it is so hard to understand all the features of the earth scienCe..! cant u help me?!
Algebra is awful!
1/4 in. = 12ft
That is what i am working on and can't figure out
In an illustration of a ladybug, the length of the ladybug is 5.6 centimeters. The actual length of the ladybug is 0.7 centimeter. What is the scale of the drawing?
An engineer created a scale drawing of a footbridge. The height of the actual footbridge is 10 feet (ft), and the length is 44 feet. The footbridge in the scale drawing is inches (in.) in length. Find the scale the engineer uses for the scale drawing. Then determine the height of the footbridge in the scale drawing.
A model of an apartment is shown where 1/4 inch represent 3 feet in the actual apartment determine the actual area of the master bedroom
No
Tami planned a scale drawing with a scale of 1and 6ft. She found that the drawing wouldn't fit on her paper.,how should she chang her ratio to make the drawing fit
12 ft
I'm sorry to hear that you're having a hard time with your assignments, but I'll do my best to help you out. Let's break down the steps to decide on the scale to be used in a scale drawing:
1. Determine the actual measurements: In this case, the actual height of each step is given as 6 inches.
2. Determine the base measurement on the drawing: The base measurement on the drawing is given as 1 3/4 inches.
3. Calculate the scale factor: To find the scale, divide the actual measurement by the corresponding measurement on the drawing. In this case, the actual height is 6 inches and the height on the drawing is 1 3/4 inches. So, the scale factor is 6 ÷ (1 3/4) inches.
4. Convert the scale factor to a ratio or fraction: In this case, the scale factor is equal to 24/7. This represents that for every 24 inches in the actual object, there are 7 inches in the drawing.
Now, let's determine which of the given scales matches the scale factor that we calculated earlier. The scales given are "1/8 = 1 foot" and "10 inches".
To compare the scales, we need to convert them to the same unit as the scale factor, which is inches.
For the first scale, "1/8 = 1 foot", we need to convert 1 foot to inches, which is 12 inches. So, the first scale becomes "1/8 = 12 inches".
For the second scale, "10 inches", it remains the same.
Now, we compare the converted scales to the scale factor (24/7).
The first scale, "1/8 = 12 inches", is not equal to the scale factor.
But the second scale, "10 inches", is equal to the scale factor.
Therefore, the scale used for the drawing is "10 inches".