Math, asked by charibaby4ever, 2 months ago

29. During a second Term Examination,
a boy scored the following marks:
Arithmetic 89%, English 60%,
Yoruba 80%, General Paper 96% and
Social Studies 85%. What was his
average mark?
(a) 70%​

Answers

Answered by trunaligosavi
2

Answer:

answer is 82..........

Answered by belaloafify
4

Answer:

82%

Step-by-step explanation:

Head onto the last paragraph if you don't need too brief explanation and clarification. It's underlined and big.

Average means the central value between sets of data

if he had two grades:

0% and 100%

his average is 50%

...

A percent means over a hundred

so if a grade is 50%

it's in other words \frac{50}{100}

or also in decimals: 0.5

...

if he had 3 grades:

30%, 60%, 90%

his average is 60%

...

To find an average value of too many sums

use this:

AVG=\frac{sum  of  datas}{number of datas}

...

why is this?

well

to the first example, we had two grades.

0 and 100

the sum is = 0%+100%

                 = 100%

number of..= 2

AVG          = 100%/2

                 = 50%

...

to the second example,

sum = 30% + 60% + 90%

       = 180%

number= 3

AVG = 180%/3

        = 60%

...

As you can see.

The grades was added so that every single data came into account in the sum

The sum was divided by the number of datas so that all datas are taken into account also

the average divided the entire sum by the entire number of grades to give a middle answer to all datas that was taken into account..

...

LAST PARAGRAPH

... Heading on to the question you gave

Use the formula (clarified up)  :

AVG=\frac{sum of datas}{number of datas}

So:

Sum=  89% + 60% + 80% + 96% + 85%

      = 410%

number of..= 5

AVG= 410%/5

       =82%

....

Hope you get everything now!

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