The round cake was cut with two straight lines from edge to edge. What is the greatest number of pieces you can get ? And what is the smallest number of pieces you can get ? Image attached for the same question

Question

Shantanu Thakur · Answer

Case 1 2 straight lines can intersect at maximum 1 point, hence dividing the cake in *4* equal/unequal proportions. Case 2 If they coincide, i.e, lie on each other, minimum divisions will be *2*

Ankita · Answer

I have checked the answer but it's incorrect. Any other possible solution for this question. I have put greatest number 4 and smallest 2

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The round cake was cut with two straight lines from edge to edge. What is the greatest number of pieces you can get ? And what is the smallest number of pieces you can get ? Image attached for the same question

The round cake was cut with two straight lines from edge to edge. What is the greatest number of pieces you can get ? And what is the smallest number of pieces you can get ?

Image attached for the same question

2 Answers

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The round cake was cut with two straight lines from edge to edge. What is the greatest number of pieces you can get ? And what is the smallest number of pieces you can get ? Image attached for the same question

The round cake was cut with two straight lines from edge to edge. What is the greatest number of pieces you can get ? And what is the smallest number of pieces you can get ? Image attached for the same question

2 Answers

Think You Can Provide A Better Answer ?

Other Related Questions on 7 grade maths

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Answer and earn gift vouchers

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The round cake was cut with two straight lines from edge to edge. What is the greatest number of pieces you can get ? And what is the smallest number of pieces you can get ?

Image attached for the same question