pip, angad and nick share some sweets in the ratio 4:4:1. pip gets 20 sweets. how many sweets are there altogether?

2 thoughts on “pip, angad and nick share some sweets in the ratio 4:4:1. pip gets 20 sweets. how many sweets are there altogether?”

1. Answer:

   45 sweets

   Step-by-step explanation:

   sweets with Pip= sweets with Angad because the ratio is same

   so Angad also have 20 sweets.

   Sweets with Nick = 1/4 of the sweets with pip

   = 1/4 x 20= 5

   total sweets= 20+20+5=45

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2. [tex]\huge\underline{\overline{\mid{\red{\mathbb{SoLuTiOn}}\mid}}}[/tex]

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   [tex]\LARGE\underline{\underline{\bold{\red{45}}}}.[/tex]

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   [tex]\large\underline{\overline{\mid{\red{\tt{Step-by-step\:explanation:}}\mid}}}[/tex]

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   The [tex]\large\pink{4}[/tex] part of the ratio represents Pip’s [tex]\large\red{20}[/tex] sweets

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   Dividing [tex]\large\green{20}[/tex] by [tex]\large\pink{4}[/tex] gives the value of one part of the ratio

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   [tex]\large\purple{20 ÷ 4 = 5\:sweets}[/tex]← value of [tex]\large\blue{1}[/tex] part of the ratio

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   Thus,

   Pip gets [tex]\large\red{20\:sweets}[/tex]

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   Angad gets [tex]\large\orange{20\:sweets}[/tex] ( [tex]\large\green{4}[/tex] parts of the ratio )

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   Nick gets [tex]\large\pink{5\:sweets}[/tex] ( [tex]\large\blue{1}[/tex] part of the ratio )

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   Total number of sweets = [tex]\large\underline\red{20 + 20 + 5 = 45}[/tex]

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   Hence, there are [tex]\large\underline{\underline{\bold{\tt{\purple{45\:sweets}}}}}[/tex] altogether.

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   ㅤHope it helps uh Dear!! ❤️

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