Resolving p = 1.95t² + 12.25t + 125
<span>year=2010 </span>for t=0
<span>year=2021 </span>for t<span>=(2021-2010)=11 </span>
We have that
p = 1.95*(11) ^² + 12.25*(11) + 125
p =495.70 thousands of dollars
p =495700<span> dollars </span>
Answer: $495,700
Step-by-step explanation:
Given: The equation approximates the average sale price p of a house (in thousands of dollars) for years t since 2010.
In 2021,
To find the best estimate for the price of the house in year 2021, we need to substitute t=11 in the given equation we get,
Hence, the best estimate for the price of the house in year 2021 is $495,700.
Answer: D. 3/5
-2x + 9 = -22
Subtract 9 from -22 -->
-2x = -31
Divide 2 from -31 -->
x = 31/2
Hence, 31/2 would be the x value that satisfies the equation to get -22.
Answer:
150
A=B*H/2
A=15*20/2
A=300/2
A=150
Ignore the hypotenuse btw