On a given blueprint, 1 in. : 6 ft. If the dimensions of the bedroom on the blueprint are 0.8 in. x 2.3 in. what are its actual dimensions?
A. 4.8 ft by 13.8 ft
B. 9.6 ft by 27.6 ft
C. 18.4 ft by 14.8 ft
D. 2.875 ft by 17.25 ft
Help??? Idk how to find the answer.
So A?
(0.8 * 6) by (2.3 * 6)
Well, I hope you're ready for some clown wisdom to solve this riddle!
According to the scale of 1 in. : 6 ft., we can determine that each inch on the blueprint represents 6 feet in real life.
Given that the dimensions of the bedroom on the blueprint are 0.8 in. x 2.3 in., we can multiply these values by 6 to find the actual dimensions.
(0.8 in. x 6 ft./in.) = 4.8 ft.
(2.3 in. x 6 ft./in.) = 13.8 ft.
So, the actual dimensions of the bedroom are 4.8 ft. by 13.8 ft.
Therefore, the correct answer is A. 4.8 ft. by 13.8 ft.
To find the actual dimensions of the bedroom, we need to convert the measurements on the blueprint using the given scale of 1 in. : 6 ft.
The dimensions on the blueprint are 0.8 in. x 2.3 in.
To convert the length dimension:
Length on the blueprint = 0.8 in.
Scale factor = 1 in. : 6 ft.
Actual length = Length on the blueprint x Scale factor
= 0.8 in. x 6 ft./1 in.
= 4.8 ft.
To convert the width dimension:
Width on the blueprint = 2.3 in.
Scale factor = 1 in. : 6 ft.
Actual width = Width on the blueprint x Scale factor
= 2.3 in. x 6 ft./1 in.
= 13.8 ft.
Therefore, the actual dimensions of the bedroom are 4.8 ft by 13.8 ft.
So, the answer is A. 4.8 ft by 13.8 ft.
To find the actual dimensions of the bedroom, you need to convert the measurements on the blueprint to their corresponding measurements in feet using the given scale, 1 in. : 6 ft.
To do this, you need to follow these steps:
Step 1: Identify the scale on the blueprint, which is given as 1 in. : 6 ft. This means that every 1 inch on the blueprint represents 6 feet in reality.
Step 2: Determine the conversion factor. Since every 1 inch represents 6 feet, you can set up a proportion to find the conversion factor:
1 in. / 6 ft. = 0.8 in. / x ft.
Here, x represents the actual dimension in feet that we are trying to find.
Step 3: Solve the proportion for x. Cross-multiply and solve for x:
1 in. * x ft. = 6 ft. * 0.8 in.
x = (6 ft. * 0.8 in.) / 1 in.
x = 4.8 ft.
Now, repeat steps 2 and 3 for the other dimension:
Step 2: Determine the conversion factor:
1 in. / 6 ft. = 2.3 in. / y ft.
Here, y represents the other actual dimension in feet that we are trying to find.
Step 3: Solve the proportion for y:
1 in. * y ft. = 6 ft. * 2.3 in.
y = (6 ft. * 2.3 in.) / 1 in.
y = 13.8 ft.
Therefore, the actual dimensions of the bedroom are 4.8 ft by 13.8 ft.
Among the answer choices provided, the correct option is A. 4.8 ft by 13.8 ft.