Question

7 × 25 ÷ 5 /65 × 6 + 789 =​

Answer 1

Answer:

${\huge{\underbrace{\overbrace{\color{aqua}{Solution :-}}}}}$

$= 7 \times 25 \div \frac{5}{65 } \times 6 + 789$

Now, let's solve it according to DMAS :-

$= 7 \times 5 \div \frac{5}{13} \times 6 + 789$

$= 35 \div \frac{30\times 36}{78} + 789$

$= 35 \times \frac{66}{78} + 789$

Answer 2

Answer:

14,439

Step-by-step explanation:

To do this we use BEDMAS. In most books, it is found in a chapter called order of operations, but you can search about it. BEDMAS is basically telling us that we need to solve brackets first, then exponents, then divide, then multiply, then add, and then subtract.

1. We do 7x25 to get 175

2. For solving 175 divided by 5/65 we need to find the reciprocal of the fraction.

3. 175 divided by 5/65 is the same as 175x 65/5=2, 275

4. Now we multiply this by 6 to give us 13, 650.

5. We add 13, 650 and 789 to give us 14, 439.