I have two mathematically similar

  1. 1. The two quadrilaterals are mathematically similar. Find the value of x.
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  2. mathematically, how to prove we cant divide by zero. and why multiplication of zero with any number leads to zero itself . can
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  3. The surface areas of two mathematically similar solids are in the ratio 1:36The volume of the smaller solid is 254 cm^3. Work
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  4. The diagram shows two mathematically similar shapes with areas 295c * m ^ 2 and 159.5c * m ^ 2 The width of the larger shape is
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  5. The diagram shows two mathematically similar shapes with areas 295c * m ^ 2 and 159.5c * m ^ 2The width of the larger shape is
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  6. THESE TINS ARE MATHEMATICALLY SIMILAR. ONE HOLDS 400ml AND THE OTHER HOLDS 800ml. THE HEIGHT OF THE SMALLER TIN IS 8cm.
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    2. META asked by META
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  7. the two triangles below are mathematically similar, the area of triangle a is 50 cm^2, show that the area of triangle B ia 8x^2
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  8. Consider the following problem situation:At time t = 0, a country's population is 300 million, and its death rate exceeds its
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    2. John Ng asked by John Ng
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  9. I have two mathematically similar shapes, one of which has a volume of 1 litre and one which has a volume of half a litre. If
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    2. Anonymous asked by Anonymous
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  10. Two samples of solids have similar reactivity with acids and similar densities. Their masses and volumes, however are not at all
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