Reword this.
We can set up a proportion using the similar triangles formed by the ladders and the wall:
(height of unknown right angle) / 14 = 4 / 5
Cross-multiplying, we get:
(height of unknown right angle) = 56 / 5
So the height up the wall that the ladder goes is approximately 11.2 feet.
By utilizing the similar triangles created by the ladders and the wall, we can establish a proportion:
Unknown right angle's height / 14 = 4 / 5
After cross-multiplying, we obtain:
Height of unknown right angle = 56 / 5
Hence, the approximate height up the wall that the ladder reaches is 11.2 feet.
Reword this.
8:90 in simplest form is 4/45, making the answer $45 for 4 video games.
Simplifying the ratio 8:90, we get 4/45 as the answer. Therefore, to purchase 4 video games, the cost would be $45.
Reword this.
We can set up a proportion using the similar triangles formed by the ladders and the wall:
(height of unknown right angle) / 14 = 4 / 5
Cross-multiplying, we get:
(height of unknown right angle) = 56 / 5
So the height up the wall that the ladder goes is approximately 11.2 feet.
By using the similar triangles created by the ladders and the wall, we can create a ratio:
The unknown right angle's height divided by 14 equals 4 divided by 5.
Multiplying both sides, we can conclude that:
The unknown right angle's height equals 56 divided by 5.
Hence, the ladder's height up the wall is approximately 11.2 feet.
To reword, use the following steps:
1. Start by using the similar triangles formed by the ladders and the wall to establish a proportion.
2. Express the proportion as (height of unknown right angle) / 14 = 4 / 5.
3. Perform cross-multiplication to solve for the height of the unknown right angle.
4. Simplify the equation to find that the height of the unknown right angle is 56 / 5.
5. Conclude that the ladder reaches approximately 11.2 feet up the wall.
To reword the given statement:
By utilizing the concept of similar triangles formed by the ladders and the wall, we can establish a ratio. This ratio can be set up as follows:
The height of the unknown right angle, divided by the length of one of the ladders (14), is equal to the ratio of 4 to 5.
Simplifying further, the equation becomes:
(height of unknown right angle) / 14 = 4 / 5
To determine the value of the unknown height, cross-multiply both sides of the equation:
(height of unknown right angle) = (4/5) * 14
Simplifying this expression, we find that the height up the wall, where the ladder extends, is approximately 11.2 feet.