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DIA [1.3K]
4 years ago
14

taylor took his children in the zoo. 2/6 of the lion packs were not well due to infection. 10 lions packs were well. How many li

ons were ill?
Mathematics
1 answer:
mrs_skeptik [129]4 years ago
8 0

Answer  

Find out the  how many lions were ill .

To prove

Let us assume that the total number of lion in the zoo be x .

As given

\frac{2}{6}\ of\ the\ lion\ packs\ were\ not\ well\ due\ to\ infection.

10 lions packs were well.

Than the equation becomes for the total number of lion in the zoo be .

\frac{2\times x}{6} + 10 = x

\frac{2x}{6} + 10 = x

simplify the equation

2x + 60 = 6x

6x - 2x = 60

4x = 60

x = \frac{60}{4}

x = 15

Thus the total number of the lion be 15 .

As given

\frac{2}{6}\ of\ the\ lion\ packs\ were\ not\ well\ due\ to\ infection.

Than

Number\ of\ lions\ were\ ill = \frac{2\times 15}{6}

 Number\ of\ lions\ were\ ill = \frac{30}{6}          

                                                     = 5

Therefore the number of lion were ill be 5 .                                        

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pogonyaev
(w15w5)4m is the same as


4m(15w•5w)


This is because w•15 is still 15w and w•5 is still 5w, it’s just a way of organizing it!!! And it doesn’t matter if the 4m is behind or in front of the (w15w5) because you still distribute normally!

Now let’s distribute!

But wait, there has to be order of operations here !!!
PEMDAS

So let’s do 15w•5w which equals 75w^2 since 15•5 is 75 and when you are multiplying two variables together you get the variable, squared because w•w=w^2

Think of it as 2•2=4 which is 2^2!!!

So then we are left with 4m•75w^2 which is

300mw^2 this is because when you are multiplying two unknown variables you have to make them join together, so first let’s multiply the coefficients(the real numbers)!

75•4=300

then m•w^2 which is just mw^2!!


So the final answer is 300mw^2!!

Please give me brainliest, if you need any further help, please just tell me!!! If you need to contact me for further support add me on ig

@jessmyybest
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Please help me. This is due tomorrow
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