1 1 354 807 1,515

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A palimage of a counting number is the number that has the same digits as the given number but in reverse order. For example, 659 and 956 are palimages; so are 1327 and 7231. Now add 354 and it palimage. Call this sum X. Add X and its palimage. Call this sum Y. Add Y and its palimage. Call this sum Z. What is the value of Z? Solve this problem and then remove the rectangle to check your answer. 1 1 354 807 1,515 + 453 +708 5,151 807 1,515 6,666 X= 807 Y= 1,515 Z= 6,666 Go to the next slide and solve the problem. Week 1 Lesson 1: Palimages

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Page 1: 1                                              1   354              807              1,515

A palimage of a counting number is the number that has the same digits as the given number but in reverse order. For example, 659 and 956 are palimages; so are 1327 and 7231. Now add 354 and it palimage. Call this sum X. Add X and its palimage. Call this sum Y. Add Y and its palimage. Call this sum Z. What is the value of Z? Solve this problem and then remove the rectangle to check your answer.

1 1

354 807 1,515+ 453 +708 5,151 807 1,515 6,666X= 807 Y= 1,515 Z= 6,666

Go to the next slide and solve the

problem.

Week 1 Lesson 1: Palimages

Page 2: 1                                              1   354              807              1,515

Add 567 and it palimage. Call this sum X. Add X and its palimage. Call this sum Y. Add Y and its palimage. Call this sum Z. What is the value of Z? Check your

answer by removing the blue rectangle.

1 1 1 1

567 1,332 3,663+ 765 +2,331 + 3,6631,332 3,663 7,326 X= 1,332 Y= 3,663 Z= 7,326

Go to the next slide and solve the problem.

Page 3: 1                                              1   354              807              1,515

Multiply 24 and it palimage. Call this product X. What is the value of X? Solve the problem and

check your answer by removing the blue rectangle.

1

24 42 42 840X 42 x 20 x 4 +168 840 168 1,008 X= 1,008