Multiply and express the result in the lowest form-25-9times -3-10-

Question

Toppr Admin · Accepted Answer

-25 - - 9 -215- - 3 - 10- -left -25 -times - 3-right - - -left - 9- -times 10-right - - 75 - - 90- -left - 75 -div - 15-right - - -left - 90 -div - 15-right -because HCF- of -75- 90 - 15-We get- 5 - 6-

Multiply and express the result in the lowest form:
$$25/-9\times -3/10$$.

$$25 / - 9 × - 3 / 10$$
$$= \left \{25 \times (- 3)\right \} / \left \{(- 9) \times 10\right \}$$
$$= - 75 / - 90$$
$$= \left \{- 75 \div (- 15)\right \} / \left \{- 90 \div (- 15)\right \}$$
$$\because HCF$$ of $$75, 90 = 15$$
We get,
$$= 5 / 6$$.

Multiply and express the result in the lowest form:$$25/-9\times -3/10$$.

$$25 / - 9 × - 3 / 10$$$$= \left \{25 \times (- 3)\right \} / \left \{(- 9) \times 10\right \}$$$$= - 75 / - 90$$$$= \left \{- 75 \div (- 15)\right \} / \left \{- 90 \div (- 15)\right \}$$$$\because HCF$$ of $$75, 90 = 15$$We get,$$= 5 / 6$$.

Multiply and express the result in the lowest form:
$$25/-9\times -3/10$$.

$$25 / - 9 × - 3 / 10$$
$$= \left \{25 \times (- 3)\right \} / \left \{(- 9) \times 10\right \}$$
$$= - 75 / - 90$$
$$= \left \{- 75 \div (- 15)\right \} / \left \{- 90 \div (- 15)\right \}$$
$$\because HCF$$ of $$75, 90 = 15$$
We get,
$$= 5 / 6$$.