Answer:
B. 8.0 cubic inches
Step-by-step explanation:
You need to find 190% of the volume of a gumball which is a sphere.
To find 190% of a quantity, multiply the quantity by 1.9.
volume of sphere = (4/3)(pi)(r^3)
diameter = d = 2 in.
radius = r = (1/2)d = (1/2)(2 in.) = 1 in.
volume of sphere = (4/3)(3.14159)(1 in.)^3 = 4.189 in.^3
The volume of a gumball is 4.189 in.^3
Now we need 190% of that volume.
190% of volume of sphere = 1.9 * volume = 1.9 * 4.189 in.^3 = 7.959 in.^3
Rounded to the nearest tenth, the volume is
B. 8.0 cubic inches
Scenario B - 143 (Year 1), 109 (Year 2), 141 (Year 3)
In this scenario, the total income is 35,370. This is calculated by getting the sum of the number of garments in the span of three years and multiplying it by the rate of $90 per garment. Your income of 35,370 is lesser than your fixed cost for three years of 40,000.
20 shares at 10 1/2 (or 10.5) = 20 * 10.5 = 210
20 shares at 11 1/4 (or 11.25) = 20 * 11.25 = 225
so the profit made would be : 225 - 210 = $ 15 <==
Answer:
Step-by-step explanation:
Answer:
a). At least 99 marks should be scored by the student to get an A.
b). Student has to score at least 59 and less than 99 grades in the 4th exam to get a B.
Step-by-step explanation:
Student's grades on the first three exams are 85, 87, and 89.
Since student's course grade is to be determined by averaging 4 exams.
So average of 4 exams = 
Here x is the grade obtained by the student in 4th exam.
If the average of 4 exams to get an A is at least 90 so the expression will be


261 + x ≥ 360
x ≥ 360 - 261
x ≥ 99
At least 99 marks should be scored by the student to get an A.
To get a B (Average of at least 80) the expression will be


320-261 ≤ x < 360-261
59 ≤ x < 99
Therefore, student has to score at least 59 and less than 99 grades in the 4th exam to get a B.