The price of this more expensive book was $90.00 ($150 - $60) based on the date acquired from the question above. This problem can be solved using a simple algebra equation which consisted of one variable. The equation is stated as $150 = x + 1.5x (x = $150/2.5 = $60) where x is the price of the cheaper book and 1.5x is the price of the more expensive books because it has 50% higher price than the cheaper book<span>.</span>
P(H)=1/2, P(1)=1/6
P(H and 1)=(1/2)(1/6)=1/12 (≈8.33%)
Go step by step
23 is decreased by : 23 -
The product of 44 and an unknown number
Let x represent the unknown number
And Product means multiplication
The product of 44 and an unknown number : 44x
Equals 199 : = 199
Now, put that all together
23 - 44x = 199
Now, begin to solve
Subtract 23 on both sides of the equation
-44x = 176
Divide both sides of the equation by -44 to isolate x
x = -4
The unknown number is -4
Answer:
m
Step-by-step explanation:
Anything times 0 is 0, so the equation would become m-0, equal to m.
