Question

plzz answer it quickly its to urgent step by step i will mark it as a brainliest answer​

Answer 1

Answer:

let the other be x

acc. to the question above is

Step-by-step explanation:

2.8 ×x=15.008

x=15.008/2.8=5.8

Answer 2

Given that,

Product of two decimal numbers 15·008. One of the decimal numbers is 2·8.

We have to find,

The other decimal number.

Solution :-

Let the other decimal be x.

A/q,

$\sf{2.8 \times x = 15.008}\\\\\sf{\implies x = 15.008 \div 2.8}}$

$\sf{\implies x=\dfrac{15008}{1000} \div \dfrac{28}{10} }$

$\displaystyle{\sf{\implies x= \frac{15008}{1000} \times \frac{10}{28} }}\\\\\displaystyle{\sf{\implies x= \frac{15008}{28}\times \frac{10}{1000} }}\\\\\displaystyle{\sf{\implies x= 536 \times \frac{1}{100} }}\\\\\displaystyle{\sf{\implies x= \frac{536}{100} }}\\\\\boxed{\boxed{\displaystyle{\sf{\color{red}{\implies x= 5.36}}}}}$

Hence, the other decimal number is 5·36.