Question

What will be the value of (72-12÷3 of 2)+(18-6)÷4

Answer 1

Hyy mate....


a/c to BODMAS rule,


=> ( 72-12÷6)+(12) ÷ 4

=>(72-2)+ 12 ÷4

=> 70 + 3

=> 73 ans.



hope this helps ! :-)

Answer 2

Answer:

Step-by-step explanation:

BODMAS rule:

The acronym BODMAS rule is used to keep track of the correct order of operations to perform when resolving mathematical statements. Its letters stand for brackets, order of powers or roots, division, and multiplication. A stands for addition and S for subtraction. This indicates that numerous operator expressions must only be spelled out in this order, from left to right. We begin by resolving the brackets, then move on to powers or roots, division or multiplication (depending on which comes first from the left side of the expression), and lastly subtraction or addition (depending on which comes on the left side).

Given:

$(72-(12/3 )of 2)+(18-6)/4$

Find:

the value of   $(72-(12/3) of 2)+(18-6)/4$

Solution:

According to BODMAS rule

$(72-(12/3 )of 2)+(18-6)/4$

$(72-(12/(3 * 2)+(18-6)/4$

$(72 - (12/6))+(12/4)$

$(72 - 2) + (12/4)$

$(72-2) + 3$

$70 + 3$

$73$

Hence the value of (72-12÷3 of 2)+(18-6)÷4  is 73.

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