Now let’s get back to our good friends in the snow cone business. We were able to model the company’s profit using the equation P = − 245 + 0.63 x , where x is the number of snow cones sold. Let’s say that the goal is to make a profit of at least $100 in a day. Write an inequality that states in symbols that the profit for this business will be at least $100.
Now let’s get back to our good friends in the snow cone business. We were able to model the company’s profit using the equation P = − 245 + 0.63 x , where x is the number of snow cones sold. Let’s say that the goal is to make a profit of at least $100 in a day. Write an inequality that states in symbols that the profit for this business will be at least $100.
Now let’s get back to our good friends in the snow cone business. We were able to model the company’s profit using the equation
P
=
−
245
+
0.63
x
, where x is the number of snow cones sold. Let’s say that the goal is to make a profit of at least $100 in a day.
Write an inequality that states in symbols that the profit for this business will be at least $100.
Find the distance (d) from the point (8, -7, -1) to the plane 3x+5y-3z = -60.
The 60-lb collar A can slide on a frictionless vertical rod and is connected as shown to a 65-lb counterweight C. Draw the free-body
diagram of the collar that is needed to determine the value of h for which the system is in equilibrium.
-15 in.
A
60 lb
B
C
h
65 lb
Two cables tied together at Care loaded as shown. Given: Q = 130 lb.
30°
C
B
Determine the range of values of P for which both cables remain taut.
lb
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