Question

Four fifths of a certain number is 24. Find the number.
pls answer the question correctly

Answer 1

Step-by-step explanation:

⇉In Equation Form:(2/5)x=24

⇉Make each side into an fraction..

⇉(2x)/5=24/1

⇉Cross Multiply....

⇉(2x)×(1) =(5)×(24)

⇉So.. 2x=120

⇉Divide Each Side By 2

⇉X=60

⇉Verification:

⇉ If X=60 Then 1x=6

⇉2/5=4/10

⇉So.. if (1/10) X=6

⇉(4/10) X= (6)×(4)

⇉24

Hope it helped you

Thankyou...

Answer 2

$\huge{\underline{\bf\red{QuestiØn} :}}$

$\sf Four - fifths \: of \: a \\ \sf certain \: number \: is \: 24. \\ \sf Find \: the \: number.$

$\huge{\underline{\bf\blue{SolutiØn}\ :}}$

let the required number be x .

Thus,

A/Q,

$\begin{aligned} \\ \frac{4}{5}x & = 24 \\ \\ \implies \frac{4x}{5} & = 24 \\ \\ \implies \: \: \: x & = 24 \times \frac{5}{4} \\ \\ & = \frac{ {}^{6} \ \cancel{24} \times 5}{ \cancel{4} \ _{1}} \\ \\ & = 6 \times 5 \\ \\ & = \boxed{ \quad 30 \quad } & & & & \end{aligned}$

Hence ,

The required number is 30 .

$\red{\rule{5.5cm}{0.02cm}}$

$\Large{ \mid {\underline{\underline{\bf\green{BrainLiest \ AnswEr}}}} \mid }$