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2 answers:
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the length of the rectangular prism is 4 cm
Explanation
given that the total volume of the rectangular prism V=104
height of the prism h=13 cm
width of the prism w=2 cm
we have to find out the length of the rectangular prism
V=lwh
l=V/wh
=104/(2*13)
=104/26
=4 cm
length of the rectangular prism is 4 cm
Answer:
Step-by-step explanation:
Given that:
- Tail: (2, 4)
- Head: (5, 2)
The vector is the straight line, so to form the algebraic description of this vector we need to find out the slope of it:
Slope: =
=
We have the standard form of the linear is:
y = mx +b
In this situation, y = x + b (1)
Because the line go through the point: (2, 4) so we substitute them into the equation (1): 4 = (2) + b <=> b =
So the algebraic description of this vector is: y = x +
