Answer:
Im pretty sure the answer is 5.
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
Answer:
C, D and E
Step-by-step explanation:
Assuming
f(x) = √(9−8x)
and the options are:
A. p(x) = √(-8x) and q(x)=9+x
B. p(x) = √(9+x) and q(x)=8x
C. p(x) = √(-x) and q(x)=8x−9
D. p(x)=√(9−x) and q(x)=8x
E. p(x)=√x and q(x)=9−8x
F. p(x)=9−8x and q(x)=√x
G. All of the above
H. None of the above
Substituting in f(x)=p(q(x)) we get:
A. √(-8(9+x)) = √(-72 - 8x)
B. √(9+(8x)) = √(9+8x)
C. √(-(8x−9
)) = √(-8x + 9)
D. √(9−(8x)) = √(9−8x)
E. √(9−8x
)
F. 9−8(√x
) = 9 - 8√x
mean = 4.2
mode = 2
median = 2.5
Least to greatest : mode (2), median (2.5), mean (4.2)
Answer:
80 cm
Step-by-step explanation:
To find the length of both segments together, convert the lengths into one unit measure. Convert 500 mm into centimeters by dividing it by 10. 500/10 = 50 cm. Now add 30 + 50 = 80 cm. The segment is 80 cm long.
