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divide 27 into two parts such that their product is 176
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11 and 16
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Divide 61 into two parts such that their product is 320
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solve
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divide 50 into two parts such that the product will be a maximum
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one part --- x the other part ---- 50-x product = y = x(50-x) y = -x^2 + 50x this is a downwards
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Divide 25 in two parts such that its product is 126
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its a question involving simultaneous equations. 1) xy = 126 2) x+ y = 25 Inserting 2) into 1):
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divide 64 into two parts such that the product of one of them plus the cube of the other is a maximum
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x+y=64 z = xy^3 = (64-y)y^3 = 64y^3 - y^4 dz/dy = 192y^2 - 4y^3 = 4y^2(48-y) I think the way is now
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divide 45 into three parts which are in AP and the product is 300 find ap
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let the AP be a, a+d, a+2d so 3a + 3d = 45 a+d = 15 ---> d = 15-a and a(a+d)(a+2d)=300 a(a^2 + 3ad +
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divide 75 units into parts,such that the product is 1250
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one part --- x the other part ---- 75-x x(75-x) = 1250 -x^2 + 75x - 1250 = 0 x^2 - 75x + 1250 = 0
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What does it mean to bisect something?(1 point)
Responses to break something into two parts to break something into two parts to
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to divide something into two equal parts
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three men go to forest with some apples. At night one of them gets up and divide the apples in 3equal parts and one apple is
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Tell the answer berton
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The fraction
1/4 is shaded in the diagram below. Divide 1/4 into 2 equal parts. What is the size of each part? A number line from
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Each part would be 1/8.
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The fraction
1/4 is shaded in the diagram below. Divide 1/4 into 2 equal parts. What is the size of each part? A number line from
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To divide 1/4 into 2 equal parts, we need to find the halfway point between 0 and 1/4 on the number
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