What is the volume of the trapezoidal right prism? A. 51 m3 B. 624 m3 C. 960 m3 D. 1248 m3
Could you help me with one more @xMissAlyCatx ?
I actually have to go. Try to tag a qualified helper or a moderator.. Have a lovely day! <3
ok thanks for the help on the last one @xMissAlyCatx :)
@Michele_Laino
the volume \(V\), is: \[\Large V = {\text{base area }} \times {\text{ height}}\]
where the height is \(4\) meters so, we have to compute the base area, which is the area of an isosceles trapezoid
So is it 30 * 8?
@mathmale I posted it already
base area= area of the trapezoid, and area of the trapezoid = \(A = \frac{{\left( {30 + 9} \right) \times 8}}{2} = ...?\)
\[\huge A = \frac{{\left( {30 + 9} \right) \times 8}}{2} = ...?\]
156?
correct! So, the requested volume is: \[\Large V = {\text{base area }} \times {\text{ height}} = 156 \times 4 = ...?\]
What's your '156' meant to represent? Much of this work would make more sense to you if you'd make a point of using units of measurement. 156 what? (units of measurement?)
624
that's right!! :) more precisely: we can write this: \[\Large A = \frac{{\left( {30 + 9} \right) \times 8}}{2} = 156\;{m^2}\] \[\Large V = {\text{base area }} \times {\text{ height}} = 156 \times 4 = 624\;{m^3}\]
Again, please use units of measurement. Do you mean 624 years? 624 cows? Seriously, it's important to indicate what you are measuring.
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