Math

QuestionThe family room's length on a blueprint is 4/44/4 inches. How long is it in feet using the scale of 1 inch =5=5 feet?

Studdy Solution

STEP 1

Assumptions1. The scale of the blueprint is1 inch equals5 feet. The length of the family room on the drawing is4/4 inches

STEP 2

First, we need to understand the scale. The scale tells us that1 inch on the blueprint corresponds to5 feet in real life.
1inch=5feet1\, inch =5\, feet

STEP 3

Next, we need to find out how many inches the family room is on the blueprint. It is given as/ inches.
Lengthonblueprint=/inchesLength\, on\, blueprint =/\, inches

STEP 4

Calculate the length on the blueprint.
Lengthonblueprint=4/4inches=1inchLength\, on\, blueprint =4/4\, inches =1\, inch

STEP 5

Now that we know the length on the blueprint, we can use the scale to find out the actual length of the family room. We do this by multiplying the length on the blueprint by the scale.
Actuallength=LengthonblueprinttimesScaleActual\, length = Length\, on\, blueprint \\times Scale

STEP 6

Plug in the values for the length on the blueprint and the scale to calculate the actual length.
Actuallength=1inchtimes5feetActual\, length =1\, inch \\times5\, feet

STEP 7

Calculate the actual length of the family room.
Actuallength=1inchtimes5feet=5feetActual\, length =1\, inch \\times5\, feet =5\, feetThe family room is5 feet long.

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