Answer:
2.2 × 10³ mm³
Step-by-step explanation:
We have a triangular prism with the following dimensions:
Altitude: 20.5 millimeters
Base: 16 millimeters
Height: 13.3 millimeters
We can calculate the volume of a triangular prism using the following expression.
V = (1/2 × Altitude × Base) × Height
where,
(1/2 × Altitude × Base) is the area of the base
V = (1/2 × Altitude × Base) × Height
V = (1/2 × 20.5 mm × 16 mm) × 13.3 mm = 2.2 × 10³ mm³
B is 3, m is 0.75 x is number of miles
Slope = (2+4)(-8 -1) = 6/-9 = - 2/3
<span>point-slope form of the equation
</span>
y - 2 = -2/3(x + 8)
Answer:
Step-by-step explanation:
You have to solve for the x intercept on the equation
That is the x intercept for that equation.
Then solve for the y intercept on the equation
That is the x intercept for that equation.
Use that to find slope for point slope form
1 is the slope
and slope makes B the y intercept so the equation is
