How do you solve $(20 + 35 + 2 (25 + 40)) \div 5$ $(20+ 35+ 2( 25+ 40) ) \div 5$ ?

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Answer 1 · 2016-11-27T19:40:02

$37$ $37$

$(20 + 35 + 2 (25 + 40)) \div 5$ $(20+ 35+ 2color(blue)((25+ 40)) ) \div 5$

This is all one term, so you have to work inside the bracket first.
Multiply first, then add.

= $(20 + 35 + 2 (65)) \div 5$ $(20+ 35+ color(blue)(2(65)) ) \div 5$

= $(20 + 35 + 130) \div 5$ $(20+ 35+ color(blue)(130) ) \div 5$

= $(20 + 35 + 130) \div 5$ $(color(red)(20+ 35+ 130) ) \div 5$

= $185 \div 5$ $color(red)(185)div5$

= $37$ $37$

How do you solve (20+35+2(25+40))÷5(20+ 35+ 2( 25+ 40) ) \div 5?