Because they are congruent triangles, they will have the same angles and sides, so GD will have the same measurement of its corresponding angle LW.
A) The quadratic equation is:

which is of the form

Let's analyze the radicand:

The radicand is zero: this means that the equation has 2 coincident solutions.
We can find them by using the formula:

So, the solution is x=-0.2 with multiplicity 2.
b) The equation is

Note that the radicand is zero again, as before:

So we have two coincident solutions as before. We can find them using the same formula:

So, the solution is x=0.5 with multiplicity 2.
Answer:
x = 5
Step-by-step explanation:
yeah-ya...... right?
Answer:
b
Step-by-step explanation:
Answer:
Step-by-step explanation:
{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1{-x+ 2 x < 1 S-x + 2 x > 1
a.y =
x+1 x 21
C. y =
x + 1
x < 1
-x+ 2 x < 1
b.y = {
x +1 x > 1
= {
d. y - 1
s-x + 2 x 2 1
x+1
x < 1