Question

(60 * ( - 10))/(150 * 50 * 10^( - 3))​

Answer 1

$\Large {\textsf{\textbf{\red{ツ ~~~Question :-}}}}$

Solve :-

$\sf{ \frac{(60 \times ( - 10))}{(150 \times 50 \times {10}^{ (- 3)} )} }$

$\Large {\textsf{\textbf{\green{ツ ~~~Solution :-}}}}$

• According to the given question, we can note that;

$\sf{ \frac{(60 \times ( - 10))}{(150 \times 50 \times {10}^{ (- 3)} )} }$

• Hence, we can find the first solution for the given integers before making the pairs of fractions;

$\sf{ \frac{(60 \times ( - 10))}{(150 \times 50 \times {10}^{ (- 3)} )} }$

$\sf{ : \implies \: \frac{ - 600}{7.5} }$

$\bf \red{ \blue{ : \implies }\: - 80}$

• Hence, the value for the given fraction will be -80. . .

— ItZzVaibhu —