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The one year savings of Mr. Nadir is $. 34, 425
Given:
Mr. Nadir Monthly salary = $6723.50
His monthly Expenditure = $3854.75
Now we have to find the savings amount of each month.
For that, first we have to calculate the remaining amount he has after spending the expenditure.
To calculate the remaining amount we have to subtract the expenditure from the total amount that's is his salary.
So,
Remaining amount = Salary - Expenditure
Remaining amount = 6723.50 - 3854.75
=> 2868.75
So, for one year he must save the amount
=> 2868.75 x 12 = 34425
To know more Salary and Expenditure here
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12/372= 31 is the answer.
↪Do you have options?
↪ Are we solving for the value of "x"? if so then follow the following steps! (they are short because it isnt more to this problem)
Step 1▶6(x)+2-2(x)+2=?
? = 0
Step 2▶ 4(x) = 0
You would have to divide on your sides of the equation by the number four
▶We have discovered that it has "One Solution" ◀
So, therefore, the value of 'x' is 0 ; x = 0✔
The answer is B and put the question next time
