The answer to this equation is 27 because this is the highest number or the maximum value you can reach with this equation.
I hope this helps!!!!!!
Hello,
f(1)=2-9+12-12+10-3=0 ===>(x-1)*....
f(3)=2*3^5-9*3^4+12*3^3-12*3^2+10*3-3=0 ===> (x-3)*....
f(1/2)=2*(1/2)^5-9*(1/2)^4+12*(1/2)^3-12*(1/2)^2+10*1/2-3=0 ===>(2x-1)*...
f(x)=(x-1)(x-3)*(2x-1)*(x²+1)
In C, x=i ou x=-i
Zeros are 1/2,1,3,i,-i
Blank 1: If y is -5 when x is 2, that means the equation here is y = -2.5x. So, if x is 8, that makes the equation y = -2.5(8), which gives you -20.
Blank 2: If y is 3 when x is 1, the equation will be y = 3x. If x is 2, that will give you y = 3(2), which is 6.
Blank 3: If y is -7 when x is -21, the equation will be x = 3y. If y is 9, that will give you x = 3(9), which is 27.
Blank 4: If y is 5 when x is 4, the equation will be y = 1.25x. If y is 18, that makes the equation 18 = 1.25x, which is 14.4.
I hope this all helped!
Answer:
5-ounce bottle for $2.69 is the better deal
Step-by-step explanation:
From the given cases;
Let's determine the cost of 1-ounce of the shampoo's price in both cases
The first one provides us with information about puchasing a shampoo in a 5-ounce bottle which cost $2.69
Suppose:
5 - ounce = $2.69
1 - ounce = x
By cross multiplying:
1-ounce × $2.69 = 5-ounce × (x)
(x) = (1-ounce × $2.69 )/ 5-ounce
x = $0.538
For the second case;
A 14-ounce bottle costs $10.89
The 1-ounce wil costs $x
(x) = (1-ounce × $10.89 )/ 14-ounce
(x) = $0.7778
Therefore, we can conclude that it is better to buy the shampoo in a 5-ounce bottle for $2.69 than the 14-ounce bottle because , the lowest value of 1 ounce in 5-ounce bottle for $2.69 seems to be cheaper than the 14-ounce bottle.
1+.7 is 1.7 in expanded form
