Use the map diagram to complete the question. If Adam Ct. is perpendicular to Bertha Dr. and Charles St., what must be true? (1 point) Responses Adam Ct. Edward Rd. Adam Ct. Image with alt text: perpendicular symbol Edward Rd. Bertha Dr. || Charles St. Bertha Dr. || Charles St. Dana La. Charles St.
If Adam Ct. is perpendicular to Bertha Dr. and Charles St., then Bertha Dr. and Charles St. must be parallel to each other.
Use the map diagram to complete the question. If Adam Ct. is perpendicular to Bertha Dr. and Charles St., what must be true? (1 point) Responses Adam Ct. Edward Rd. Adam Ct. Image with alt text: perpendicular symbol Edward Rd. Bertha Dr. || Charles St. Bertha Dr. || Charles St. Dana La. Charles St.
If Adam Ct. is perpendicular to Bertha Dr. and Charles St., then Adam Ct. must intersect both Bertha Dr. and Charles St. at right angles.
From the map diagram, we can see that Adam Ct. is perpendicular to Bertha Dr. and Charles St. This means that Adam Ct. forms a right angle with both Bertha Dr. and Charles St.
To solve this question, you need to determine the relationship between the different streets mentioned: Adam Ct., Bertha Dr., and Charles St.
According to the map diagram, Adam Ct. is perpendicular to Bertha Dr. and Charles St. This means that Adam Ct. intersects both Bertha Dr. and Charles St. at a 90-degree angle.
Given this information, the only correct response from the options provided is "perpendicular symbol." This symbol represents the fact that Adam Ct. is perpendicular to both Bertha Dr. and Charles St.