What is the inequality that represents the amount of money you have to spend?
a. x + 0.07x + 2.25 > 65
b. x + 0.07x + 2.25 ≤ 65
c. x + 0.07x + 2.25 < 65
d. x + 0.07x + 2.25 ≥ 65
Answer: B
Step-by-step explanation: You have no more than $65 which means you will want to spend equal to or less. Since you have $65, you will be able to spend up to that amount but you will not be able to spend any more than that. So, you will need to make sure the final price remains under or equal to your amount.
B.2
C.no solution <-- that's what I think it is.
D.identity.
Can someone check my answer
b) EB Perpendicular CA
c) AD Perpendicular CE
d) CF Perpendicular AE
Answer:
The statement is true is CF Perpendicular AE .
Option (d) is correct.
Step-by-step explanation:
As given
∠AFC = ∠EFC
Let us assume that the measure of ∠AFC be x.
Thus
∠AFC = ∠EFC = x
As
∠AFC + ∠EFC = 180° (By Linear pair property)
x + x = 180°
2x = 180°
x = 90°
Thus
∠AFC = ∠EFC = 90°
Therefore CF is perpendicular to AE .
Option (d) is correct.