the diagram shows several points and lines. which statements are true based on the diagram? select two…

the diagram shows several points and lines. which statements are true based on the diagram? select two options. points k, m, and n are collinear. points j, k, and q are collinear. point r is the intersection of line kn and line mq. lines jq, km, and mq all intersect at point k. there is only one line that can be drawn through points l and p.

the diagram shows several points and lines. which statements are true based on the diagram? select two options. points k, m, and n are collinear. points j, k, and q are collinear. point r is the intersection of line kn and line mq. lines jq, km, and mq all intersect at point k. there is only one line that can be drawn through points l and p.

Answer

Answer:

C. Point R is the intersection of line KN and line MQ. E. There is only one line that can be drawn through points L and P.

Explanation:

Step1: Check collinearity

Points K, M, N are not on the same straight - line, so "Points K, M, and N are collinear" is false. Points J, K, Q are not on the same straight - line, so "Points J, K, and Q are collinear" is false.

Step2: Check intersection

From the diagram, point R is where line KN and line MQ meet, so "Point R is the intersection of line KN and line MQ" is true. Lines JQ, KM, MQ do not all intersect at point K, so "Lines JQ, KM, and MQ all intersect at point K" is false.

Step3: Check line - drawing

According to the postulate that through two distinct points, there is exactly one line, there is only one line that can be drawn through points L and P, so this statement is true.