Given inequality:

To find:
Which values are solutions to the inequality.
Solution:
Substitute the values in the x place.
Option A: 48

6.9 ≤ 7
Therefore 48 is one solution of the inequality.
It is true.
Option B: -5


We cannot compare a complex number and a real number.
Therefore -5 is not a solution of the inequality.
it is not true.
Option C: 50

7.07 > 7
Therefore 50 is not a solution of the inequality.
It is not true.
Option D: 49

7 ≤ 7
Therefore 49 is one solution of the inequality.
It is true.
Option E: 44

6.6 ≤ 7
Therefore 44 is one solution of the inequality.
It is true.
Option F: 2401

49 > 7
Therefore 2401 is not a solution of the inequality.
It is not true.
Therefore 48, 49 and 44 are solutions to the inequality.
6(3(7)-1)-10(7)
6(20)-70
120-70
50
Answer:
r(5)=3.05 t(5)=15
Step-by-step explanation:
x=5
r(5)=(1.25)^5
r(5)=3.05
t(5)=3(5)
t(5)=15
2/5 , 1/2 , 7/10 , 10/7 , 3/1
Step-by-step explanation:
hope this helped
X = 2. 11 to the 4th power (2(2)) is equal to 14641.