<u>Option A)</u> when y=6 and w= 2, <u>Option B)</u> when y=4 and w=-1 are the TWO correct choices.
Step-by-step explanation:
The given inequality is w<x<y and x>2.
<u>step 1</u>: let us <u>assume that x=3</u>, since it is given that x>2.
<u>step 2</u>: substitute the value of x=3 and each options in the inequality
<u>step 3</u>: option A) w=2, y=6. Then w<x<y = 2<3<6 (the condition satisfies).
option B) w= -1, y=4. Then w<x<y = -1<3<4 (the condition satisfies).
option C) w= 0, y=2. then w<x<y ≠ 0<2<2 (does not satisfies).
option D) w= -2, y=0. then w<x<y ≠ -2<2<0 (does not satisfies).
option E) w= -4, y= -1. then w<x<y ≠ -4<2<-1 (does not satisfies).
Answer:
Step-by-step explanation:
You haven't attached any graphs but as there area 3 distinct roots the graph will have 2 loops.
Also the end behaviour will be rising from the left negative values of f(x) and at the right it will rise to positive f(x).
Answer:
thank you i need that
Step-by-step explanation:
To find all the combinations you need to solve this system of inequations:
8m + 12w ≤ 240
m ≥ 3
w ≥ 3
w ≥ 2m
The way to solve that system is by graphing each inequation in the same system of coordinates (m,w).
From the combinations listed, 6 men's shirts and 15 women's shirts is the only valid one.
8*6 + 12*15 = 228 ≤ 240
6 ≥ 3
15 ≥ 3
15 ≥ 2(6)
Then, the answer is option C. 6 men's shirts and 15 women's shirts
