400- [ 200- ( 35+15-70 (100/25)}]
Answers
Answer:
Step-by-step explanation:
Secondary SchoolMath 5+3 pts
400-[200-{35+15-70(100÷25)}]
Comments (1) Report by Komaljaganathap8im6r 09.07.2018
What is the answer
Answers
Yogendrasingh75100
Fistly 100 ➗ 25
= 400-[200-{35+15-70*(100/25)}]
By dividing 100 by 25 we get 4
= 400-[200-{35+15-70*(4)}]
Then multiply by -70
= 400-[200-{35+15-70*4}]
By multiplying we get -280 . Add 35 and 15 according to BODMAS rule
= 400-[200-{35+15-280}]
We get 50 then we add -280 and 50
= 400-[200-{50-280}]
We get -230 .
= 400-[200-{-230}]
Open the bracket - × - = +
= 400-[200--230]
Add 200 and 230
= 400-[200+230]
We get 430 ..
= 400-[430]
By solving this value.
= 400-430
We finally got the answer
= -30
Answer:
400 - [ 200 - { 35 + 15 -70 (100 / 25)}] = -30
Step-by-step explanation:
Given :
We are given the expression
400 - [ 200 - { 35 + 15 -70 (100 / 25)}]
To Find :
The simplified value of the given expression
Solution :
Since we are given the expression
400 - [ 200 - { 35 + 15 -70 (100 / 25)}]
we have to simplify it using the BODMAS principle
First we have to solve inner most parenthesis
400 - [ 200 - { 35 + 15 -70 (100 / 25)}]
= 400 - [ 200 - { 35 + 15 -70 x 4}]
Now we have to solve curly brackets
= 400 - [ 200 - { 35 + 15 -280}]
= 400 - [ 200 - { 50 -280}]
= 400 - [ 200 - { -230}]
= 400 - [ 200 + 230]
Now we have to calculate the Square brackets
= 400 - [ 430 ]
= 400 - 430 = -30
Hence we have calculated the value of the expression
400 - [ 200 - { 35 + 15 -70 (100 / 25)}] = -30
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