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FOR EACH PRISM, DRAG THE EXPRESSION THAT COULD BE USED TO FIND B, THE AREA OF THE BASE, TO THE FIRST BOX. THEN, DRAG THE EXPRESSION THAT COULD BE USED TO FIND 
V, THE VOLUME OF THE PRISM, TO THE SECOND BOX. NOT ALL CHOICES WILL BE USED.

(sum2)/(3)





(1)/(2)(7)(6.1)

(1)/(2)(9)(12)



13(12)

(1)/(2)(4)(3.5)





(42.7)(6.1)
(4)(3.5)
(54)(13)
(7)(8)

(21.35)(9)
(14)(8)

Tools Extensions Help\newlineSlideshow\newlineBackground\newlineLayout\newlineTheme\newlineTransition\newlineFOR EACH PRISM, DRAG THE EXPRESSION THAT COULD BE USED TO FIND B, THE AREA OF THE BASE, TO THE FIRST BOX. THEN, DRAG THE EXPRESSION THAT COULD BE USED TO FIND V V , THE VOLUME OF THE PRISM, TO THE SECOND BOX. NOT ALL CHOICES WILL BE USED.\newline23 \frac{\sum^{2}}{3} \newline\begin{tabular}{|c|c|}\newline\hline12(7)(6.1) \frac{1}{2}(7)(6.1) & 12(9)(12) \frac{1}{2}(9)(12) \\\newline\hline 13(12) 13(12) & 12(4)(3.5) \frac{1}{2}(4)(3.5) \\\newline\hline\newline\end{tabular}\newline(42.7)(6.1) (42.7)(6.1) \newline(44)(33.55)\newline(5454)(1313)\newline(77)(88)\newline(21.35)(9) (21.35)(9) \newline(1414)(88)

Full solution

Q. Tools Extensions Help\newlineSlideshow\newlineBackground\newlineLayout\newlineTheme\newlineTransition\newlineFOR EACH PRISM, DRAG THE EXPRESSION THAT COULD BE USED TO FIND B, THE AREA OF THE BASE, TO THE FIRST BOX. THEN, DRAG THE EXPRESSION THAT COULD BE USED TO FIND V V , THE VOLUME OF THE PRISM, TO THE SECOND BOX. NOT ALL CHOICES WILL BE USED.\newline23 \frac{\sum^{2}}{3} \newline\begin{tabular}{|c|c|}\newline\hline12(7)(6.1) \frac{1}{2}(7)(6.1) & 12(9)(12) \frac{1}{2}(9)(12) \\\newline\hline 13(12) 13(12) & 12(4)(3.5) \frac{1}{2}(4)(3.5) \\\newline\hline\newline\end{tabular}\newline(42.7)(6.1) (42.7)(6.1) \newline(44)(33.55)\newline(5454)(1313)\newline(77)(88)\newline(21.35)(9) (21.35)(9) \newline(1414)(88)
  1. Identify Base Shape: Identify the shape of the base to determine the formula for area.
  2. Rectangular Base Formula: For a rectangular base, use the formula B=length×width.B = \text{length} \times \text{width}.
  3. Triangular Base Formula: For a triangular base, use the formula B=12×base×heightB = \frac{1}{2} \times \text{base} \times \text{height}.
  4. Calculate Volume: To find the volume, use the formula V=B×height of the prismV = B \times \text{height of the prism}.
  5. Calculate Area of First Prism: Calculate the area of the base for the first prism using the correct expression.
  6. Calculate Volume of First Prism: Calculate the volume of the first prism using the area of the base and the height of the prism.
  7. Repeat for Second Prism: Repeat the process for the second prism.
  8. Ensure Correct Usage: Make sure all the expressions are used correctly and that none are left over.
  9. Check for Mistakes: Check calculations for any mistakes.

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