Given that the debt has been represented by the function:
f(x)=-6x^2+8x+50
To get the number of years, x that it would take for the company to be debt free we proceed as follows:
we solve the equation for f(x)=0
hence:
0=-6x^2+8x+50
solving for x using the quadratic formula we get:
x=[-b+/-sqrt(b^2-4ac)]/2a
x=[-8+/-sqrt(8^2-4*(-6)*50)]/(-6*2)
x=[-8+/-√1264]/(-12)
x=27.552
x~28
Answer:-11
Step-by-step explanation:
following order of operations
48/4=12
5-12-4
-7-4=-11
Step-by-step explanation:
b(n) = b(1) + (n-1) d, where d is the difference,
d = 13-(-5) = 18
b(n) = (-5) + (n-1)(18)
= -5 +18n -18
b(n) = 18n -23
We will use the formula:
Area = 1/2*a*c*sinB
where a and c are the length of the sides and B is the angle between those 2 sides
Area = 1/2*5*8*sin42
Area = 20*sin42
sin 42 = <span>0.669130606359
Area = </span>13.38261212718
Rounded to the nearest tenth Area is equal to 13.4
Customers get 5 tokens per 1.00 time's
100 customers equal 500 tokens.
tokens equal 25 cents
5 tokens per dollar
25 cents times 100 equal 25.00
the arcade gave out 125.00 total.
