IDNLearn.com provides a comprehensive solution for all your question and answer needs. Ask your questions and receive comprehensive, trustworthy responses from our dedicated team of experts.
Sagot :
Let's match each of the addition expressions on the left with their equivalent expressions on the right. We'll go through each expression in detail.
1. First Expression: [tex]$6 + 9$[/tex]
- Let's evaluate this: [tex]\(6 + 9 = 15\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$6 + 9$[/tex] is 15.
2. Second Expression: [tex]$4(8 + 3)$[/tex]
- Let's expand and evaluate this: [tex]\(4 \times (8 + 3) = 4 \times 11 = 44\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$4(8 + 3)$[/tex] is 44.
3. Third Expression: [tex]$25 + 10$[/tex]
- Let's evaluate this: [tex]\(25 + 10 = 35\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$25 + 10$[/tex] is 35.
4. Fourth Expression: [tex]$5(5 + 2)$[/tex]
- Let's expand and evaluate this: [tex]\(5 \times (5 + 2) = 5 \times 7 = 35\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$5(5 + 2)$[/tex] is 35.
5. Fifth Expression: [tex]$32 + 12$[/tex]
- Let's evaluate this: [tex]\(32 + 12 = 44\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$32 + 12$[/tex] is 44.
6. Sixth Expression: [tex]$3(2 + 3)$[/tex]
- Let's expand and evaluate this: [tex]\(3 \times (2 + 3) = 3 \times 5 = 15\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$3(2 + 3)$[/tex] is 15.
7. Seventh Expression: [tex]$10 + 14$[/tex]
- Let's evaluate this: [tex]\(10 + 14 = 24\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$10 + 14$[/tex] is 24.
8. Eighth Expression: [tex]$2(5 + 7)$[/tex]
- Let's expand and evaluate this: [tex]\(2 \times (5 + 7) = 2 \times 12 = 24\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$2(5 + 7)$[/tex] is 24.
Now, we can match the expressions on the left to the corresponding values:
[tex]\[ \begin{aligned} &6 + 9 \quad &\rightarrow &\quad 15,\\ &4(8 + 3) \quad &\rightarrow &\quad 44,\\ &25 + 10 \quad &\rightarrow &\quad 35,\\ &5(5 + 2) \quad &\rightarrow &\quad 35,\\ &32 + 12 \quad &\rightarrow &\quad 44,\\ &3(2 + 3) \quad &\rightarrow &\quad 15,\\ &10 + 14 \quad &\rightarrow &\quad 24,\\ &2(5 + 7) \quad &\rightarrow &\quad 24. \end{aligned} \][/tex]
1. First Expression: [tex]$6 + 9$[/tex]
- Let's evaluate this: [tex]\(6 + 9 = 15\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$6 + 9$[/tex] is 15.
2. Second Expression: [tex]$4(8 + 3)$[/tex]
- Let's expand and evaluate this: [tex]\(4 \times (8 + 3) = 4 \times 11 = 44\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$4(8 + 3)$[/tex] is 44.
3. Third Expression: [tex]$25 + 10$[/tex]
- Let's evaluate this: [tex]\(25 + 10 = 35\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$25 + 10$[/tex] is 35.
4. Fourth Expression: [tex]$5(5 + 2)$[/tex]
- Let's expand and evaluate this: [tex]\(5 \times (5 + 2) = 5 \times 7 = 35\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$5(5 + 2)$[/tex] is 35.
5. Fifth Expression: [tex]$32 + 12$[/tex]
- Let's evaluate this: [tex]\(32 + 12 = 44\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$32 + 12$[/tex] is 44.
6. Sixth Expression: [tex]$3(2 + 3)$[/tex]
- Let's expand and evaluate this: [tex]\(3 \times (2 + 3) = 3 \times 5 = 15\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$3(2 + 3)$[/tex] is 15.
7. Seventh Expression: [tex]$10 + 14$[/tex]
- Let's evaluate this: [tex]\(10 + 14 = 24\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$10 + 14$[/tex] is 24.
8. Eighth Expression: [tex]$2(5 + 7)$[/tex]
- Let's expand and evaluate this: [tex]\(2 \times (5 + 7) = 2 \times 12 = 24\)[/tex].
- Therefore, the equivalent evaluated expression for [tex]$2(5 + 7)$[/tex] is 24.
Now, we can match the expressions on the left to the corresponding values:
[tex]\[ \begin{aligned} &6 + 9 \quad &\rightarrow &\quad 15,\\ &4(8 + 3) \quad &\rightarrow &\quad 44,\\ &25 + 10 \quad &\rightarrow &\quad 35,\\ &5(5 + 2) \quad &\rightarrow &\quad 35,\\ &32 + 12 \quad &\rightarrow &\quad 44,\\ &3(2 + 3) \quad &\rightarrow &\quad 15,\\ &10 + 14 \quad &\rightarrow &\quad 24,\\ &2(5 + 7) \quad &\rightarrow &\quad 24. \end{aligned} \][/tex]
Your participation means a lot to us. Keep sharing information and solutions. This community grows thanks to the amazing contributions from members like you. Your questions find answers at IDNLearn.com. Thanks for visiting, and come back for more accurate and reliable solutions.
