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Login to your Padlet account (if you have already registered with your SST email address)
If not, remember to enter your name in the title of the first post you put up under your index number.

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You are to find the smallest non-zero whole number that can be multiplied by 112 such that

(a) 112 x m is a SQUARE number

(b) 112 x n is a CUBE number

Note 1:

You may choose to do either (a) or (b).

You may also choose to do both questions.

Note 2:

Post a photo of your working

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Nil

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Nil

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:D

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working^

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112=2^4×7

(a)1/2=0 r 1

2-1=1

7^1=7

(b)4/3=1 r 1

3-1=2

2^2=2^2

1/3=0 r 1

3-1=2

7^2*2^2=196

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Picture is over here^

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112 x 7 = 784

784 = 28 x 28

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Working

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Oh right if 112xm is a cube and a square m is 67288. >:)

I wasted my time because i thought 112xm is square AND cube...

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a)

2|112

2|56

2|28

2|14

7|7

1

112 = 2^4 x 7^1

2^4 x 7^2 = 784

784 / 112 = 7

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Chan Yi Len (2) S1-09 (name unclear on user)

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Chan Yi Len (2) S1-09 (name unclear on user)

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(photo can't be posted) 112=2^(4)X7^(1). So... X7. 112X7=784. 784 square root=28. So... (a) Ans:7.

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working above