Question

simplify {[(65-15)÷10-2]×15-40}×10​

Answer 1

Answer:

$\mathfrak{ \huge \green{ \underline{answer = 50}}}$

$\mathfrak{ \huge \purple{ \underline{ \underline{question}}}} \\ \implies{ \large{(((65 - 15) \div 10 - 2) \times 15 - 40) \times 10}} \\ \mathfrak{ \huge \red{ \underline{solution}}} \\ \implies{ \large{ \underline{solve \: using \: bodmas}}} \\ \implies{ \large{(((50) \div 10 - 2) \times 15 - 40) \times 10}} \\ \implies{ \large{((5 - 2) \times 15 - 40) \times 10}} \\ \implies{ \large{((3) \times 15 - 40) \times 10}} \\ \implies{ \large{(45 - 40) \times 10}} \\ \implies{ \large{5 \times 10}} \\ \implies{ \large{50}} \\ \\ \mathfrak{ \huge \blue{ \underline{answer = 50}}}$

Answer 2

Answer:50

Step-by-step explanation:

{[(65-15)÷10-2]×15-40}×10

{[(50)÷10-2]×15-40}×10

{[5-2]×15-40}×10

{3×15-40}×10

{45-40}×10

5×10

50

This question can be solved by first opening all brackets starting from smallest to biggest and applying BODMAS