Can anyone check my answers to see if they’re correct? Irtuun 4nG 8 How Does a Hawaiian Baritone Laugh? out Ina Lallar above 1 Simplity each Oxprosalon bolon: Find Yolt AAerod Iha bottom &u mra Daga Md Cor = JY= lt +7y+9 Wnon You Iniah: Ino answer ‘0 Iho 64o Guoston Ml romnin 9-3-(-By) = +9x ~’ 1 33 + 91 = 64+4 @ 5y + 8Y _ 2X-9-[2 ~2y+7y+4= 1-m-“2 – Jotb T 2y -10Y= &yL 5x+7+-03 x+7E 3+7-7y+2x- 3y- 125 x4ot4r-q_@ ~6x+550 ~8y-2-4+42-W-46 ~9r~Y +1+Sy+ 5x – 10 = – A 6x ~ 4y ~ 8x+32-3r-49t/1 5 i2y-yzlly E 6x+ (+3x)#x-6 = IOx-l #+8+5 ~4x- Sx = Gx 5 4x+2y +4x-Sy = Sx-39 5-74-7-(-mz3t-7$ 1 6x + By ~ 3 ~ Ty=_ (xty-35 8y ~ (~8y)_ Ieyl Ax+9-v= 7x-(y+9 t ‘=-X-2y+7e 8x = 5y 6 ~X- (-1Ox) =9x I ~6x – 2y + 8 + 5x – 1 1 2 € 3 1 1 1 1 1 eltllt { 6 86 8/3 I881 1 1 Slel 5 T L Klrla 8 Answer: ALNOWHA 1 Nnomuhan Can anyone check my answers to see if they’re correct? Irtuun 4nG 8 How Does a Hawaiian Baritone Laugh? out Ina Lallar above 1 Simplity each Oxprosalon bolon: Find Yolt AAerod Iha bottom &u mra Daga Md Cor = JY= lt +7y+9 Wnon You Iniah: Ino answer ‘0 Iho 64o Guoston Ml romnin 9-3-(-By) = +9x ~’ 1 33 + 91 = 64+4 @ 5y + 8Y _ 2X-9-[2 ~2y+7y+4= 1-m-“2 – Jotb T 2y -10Y= &yL 5x+7+-03 x+7E 3+7-7y+2x- 3y- 125* x4ot4r-q_@ ~6x+*550 ~8y-2-4+42-W-46 ~9r~Y +1+Sy+ 5x – 10 = – A 6x ~ 4y ~ 8x+32-3r-49t/1 5 i2y-yzlly E 6x+ (+3x)#x-6 = IOx-l #+8+5 ~4x- Sx = Gx 5 4x+2y +4x-Sy = Sx-39 5-74-7-(-mz3t-7$ 1 6x + By ~ 3 ~ Ty=_ (xty-35 8y ~ (~8y)_ Ieyl Ax+9-v= 7x-(y+9 t ‘=-X-2y+7e 8x = 5y 6 ~X- (-1Ox) =9x I ~6x – 2y + 8 + 5x – 1 1 2 € 3 1 1 1 1 1 eltllt { 6 86 8/3 I881 1 1 Slel 5 T L Klrla 8 Answer: ALNOWHA 1 Nnomuhan
The Correct Answer and Explanation is:
It looks like you’ve shared an image-to-text (OCR) output of a worksheet or riddle puzzle involving algebraic simplification, and it’s pretty jumbled with typos and formatting issues. From the title “How Does a Hawaiian Baritone Laugh?”, and the final “Answer: ALNOWHA,” it seems like this is a math riddle worksheet where solving expressions gives you letters that spell a pun.
The intended pun answer is very likely:
“Aloha” — possibly written playfully as “ALOHAA” or “ALOWHA”, mimicking a baritone laugh.
(“How does a Hawaiian baritone laugh?” → A-lo-ha-ha)
Let’s break down and correct the question structure and then explain.
Step 1: Understand the Format
You are supposed to:
- Simplify each algebraic expression.
- Match it to a value.
- Then match the value to a letter to solve the riddle.
But your text is heavily garbled — examples:
9-3-(-8y) = +9x ~' 1 33 + 91 = 64+45y + 8Y _ 2X-9-[24x+2y +4x-Sy = Sx-39
Let’s fix one example expression, solve it, and walk through the steps.
Example Fix and Solution
Let’s take this snippet:9 - 3 - (-8y)
Simplify step-by-step:
- (-8y)becomes+ 8y- So:
9 - 3 + 8y = 6 + 8y
✅ Answer: 6 + 8y
Suppose the worksheet has a list that maps “6 + 8y” to a letter, say “L”.
Do this for all expressions and match the simplified expressions to a code to uncover the riddle answer.
Likely Final Riddle Answer:
“How does a Hawaiian baritone laugh?”
Answer: ALOHHAA or ALO-WHA
It plays on the word Aloha and adds a baritone-style laugh (“HA”).
Explanation
This worksheet combines algebraic simplification with a riddle to make practicing expressions more engaging. Each expression must be simplified according to standard algebraic rules — combining like terms, distributing negatives, and simplifying constants. Once simplified, the expression yields a result that corresponds to a specific letter.
For example, in the expression 9 - 3 - (-8y), we apply the rule that subtracting a negative is the same as adding, resulting in 6 + 8y. This simplified expression might match a key that assigns it a specific letter, such as “L.” Repeating this process across all expressions reveals letters that collectively solve the riddle.
The riddle asks: “How does a Hawaiian baritone laugh?” The answer plays on the word “Aloha”, a Hawaiian greeting, and mimics a deep, laughing sound by adding “ha” or elongating the sound — giving us “ALOHAH” or “ALOWHA”, imitating a laugh in a baritone voice.
This kind of worksheet reinforces algebra skills in a fun, puzzle-like format. It encourages attention to detail in simplification and builds motivation through humor. If any answers don’t match the key, it becomes clear that something needs revisiting — which is a great self-correction mechanism. It blends computation, decoding, and a bit of humor to keep learners engaged.
