3z - 7 = 14 |add 7 to both sides
3z = 21 |divide both sides by 3
z = 7
Answer:
No order Pair fall on the graph
Step-by-step explanation:
The given Function is
...............(i)
Now to see whether these ordered pairs Lay on it we will put each ordered pair in the equation (i)
Lets take first ordered pair (1,1)
here x = 1
putting it in (i) gives
this is not equal to 1 so the order pair (1,1) does not fall on function
Lets take second ordered pair (-1,-4)
here x = -1
putting it in (i) gives
this is not equal to -4 so the order pair (-1,4) does not fall on function
Lets take third ordered pair (-2,-1/8)
here x = -2
putting it in (i) gives
this is not equal to -1/8 so the order pair (-2,1/8) does not fall on function
Lets take fourth ordered pair (0,-1/2)
here x = 0
putting it in (i) gives
this is not equal to -1/2 so the order pair (0,-1/2) does not fall on function
The answer is 12 because 5+7=12
Answer & Step-by-step explanation:
For this problem, we will be doing subtraction. First, we need to find the measurement of the angle beside the angle that measures 95°. We can do this by subtracting 95 from 180 because those angles are a linear pair meaning their measurements equal 180°.
180 - 95 = 85
So, the measurement of that angle is 85°. Now that we know this measurement, we can find the value of x. We can do this by adding 60 to 85 and then subtracting that sum from 180. All triangles have a total interior angle sum of 180°.
180 - (60 + 95)
180 - 155
25
So, the value of x is 25°
Her first visit and follow up 60 mins + 30 mins
The limit is 8 follow ups per day
The hospital has 8 hrs available for appointments
Her first visit cost $120 (60 mins) as her follow up was $70 (30 mins)
X = Visits
Y = Follow-ups
And since her first visit and follow up equals to an hour and 30 mins, meaning for it to all add up into the 8 hrs for the appointment, it'll be... 1 hr, 30 mins/ 3 hrs/ 4 hrs, 30 mins/ 6 hrs/ 7 hrs, 30 mins/ <em>9 hrs</em>
Eight hours is the limit so that means it equals to 5 visits and 6 follow ups, due to if you want it to be the whole 8 hours.
