Question

3 ×{15×[(107-13)+(10÷5×3)]}​

Answer 1

Answer:

4500 is the answer

Step-by-step explanation:

3× [15 × {94 +2 × 3}]

3 × [ 15 × 94 + 6}]

3 × (15 × 100)

3 × 1500

4500

Ans..

Answer 2

Answer:

$3\ \text{x}\ \{15\ \text{x}\ [(107-13)+(10\div 5\ \text{x}\ 3)]\}$ = 4500

Step-by-step explanation:

Given :

We are given the expression

$3\ \text{x}\ \{15\ \text{x}\ [(107-13)+(10\div 5\ \text{x}\ 3)]\}$

Find :

The value of the given expression

Solution :

To Find the value of the expression

$3\ \text{x}\ \{15\ \text{x}\ [(107-13)+(10\div 5\ \text{x}\ 3)]\}$

we have to solve inside brackets by the BODMAS principle

$3\ \text{x}\ \{15\ \text{x}\ [(107-13)+(10\div 5\ \text{x}\ 3)]\}$

$3\ \text{x}\ \{15\ \text{x}\ [(94)+(2\ \text{x}\ 3)]\}$

$3\ \text{x}\ \{15\ \text{x}\ [(94)+(6)]\}$

$3\ \text{x}\ \{15\ \text{x}\ [100]\}$

Now we have to solve the curly bracket

$3\ \text{x}\ \{15\ \text{x}\ 100\}$

$3\ \text{x}\ \{1500\}$

$3\ \text{x} \ 1500$

4500

Hence we have calculated the the vale of the expression

$3\ \text{x}\ \{15\ \text{x}\ [(107-13)+(10\div 5\ \text{x}\ 3)]\}$ = 4500

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