Task 2part 1.create two radical equations: one that has an extraneous solution, and one that does nothave an extraneous solution. use the equation below as a model. a x + b + c = duse a constant in place of each variable a, b, c, and d. you can use positive and negativeconstants in your equation. part 2.show your work in solving the equation. include the work to check your solution andshow that your solution is extraneous. x+ 2√ + 3 = 0x+ 2√ = −3square both sides(x+ 2√)

The figure shows triangle abc with medians a f, bd, and ce. segment a f is extended to h in such a way that segment gh is congruent to segment ag. triangle abc with medians ce, a f, and bd. median a f is extended to point h. a segment joins points b and h and another segment. which conclusion can be made based on the given conditions? segment gf is congruent to segment eg. segment gf is half the length of segment eb. segment gd is congruent to segment eg. segment gd is half the length of segment hc