△jkl∼△stu which statements are true? more than one are right (ps the line means similar to) ∠k≅∠t jk≅st kl/tu=jk/st jl=su m∠j=m∠s

Given:  △JKL∼△STU

When two triangles are similar , then their corresponding sides are proportional and Corresponding angles of one triangle is equal to corresponding angles of another Triangle.

The two Triangles can be similar by following Similarity axiom

1. AA

2. S A S

3. S S S

The Options are

→∠K≅∠T(  True) Corresponding angles are equal.

→JK≅ST (False)

→KL/TU=JK/ST (True) Because sides are proportional.

→JL=SU  (False)

→m∠J=m∠S (True)  Corresponding angles are equal.

this can be solve by linear equation

first is solve the slope

a.       m = (y2-y1) / (x2 – x1)

m = (4.4 – 2.2)/ (11- 5.5) = 0.4 lap per min

b.      kailee can run 0.4 lap per minute

c.       y = mx + b

4.4 = (0.4)(11) + b

B = 0

Y= 0.4x

Y = 0.4(24)

Y= 9.6 lap can kailee run for 24 min