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Mathematics 7 Online
OpenStudy (lexi724):

CHECK ANSWER- i will medal ive been struggling with this 10 ques. assignment for 2 weeks m choice is B

OpenStudy (lexi724):

OpenStudy (lexi724):

@igreen confident on this one

OpenStudy (igreen):

You didn't give choices..lol.

OpenStudy (igreen):

@Lexi724

OpenStudy (igreen):

What's choice B?

OpenStudy (igreen):

You there?

OpenStudy (lexi724):

sorry yes

OpenStudy (lexi724):

its 20%

OpenStudy (igreen):

Yep, you got it! Okay, first we find the area of the big circle. \(\sf r = 20\) \(\sf A = \pi r^2\) Plug in what we know: \(\sf A = (3.14)(20)^2\) Simplify exponent: \(\sf A = (3.14)(400)\) Multiply: \(\sf A = 1256\) Now find the area of a smaller circle. \(\sf r = 4\) \(\sf A = \pi r^2\) Plug in what we know: \(\sf A = (3.14)(4)^2\) Simplify exponent: \(\sf A = (3.14)(16)\) Multiply: \(\sf A = 50.24\) There are 5 circles, so we multiply by 5 to find the area of all 5 circles. \(\sf 50.24 \times 5 = 251.2\) Now we divide this to the area of the big circle: \(\sf 251.2 \div 1256 = 0.2\) Multiply by 100 to convert it into a percentage: \(\sf 0.2 \times 100 = 20\%\) \(\Huge\color{lime}{checkmark}\)

OpenStudy (lexi724):

:DDD!

OpenStudy (igreen):

Sorry..that should be \(\Huge\color{lime}\checkmark\)

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