Answer:
answer is 10
Step-by-step explanation:
[tex] \frac{10(4 - 7)}{ - (4 - 1)} [/tex]
This question applies the principle of BODMAS. Using BODMAS, we deal with the bracket first, so
[tex] \frac{10( - 3)}{ - (3)} [/tex]
so we now come to O of the BODMAS meaning multiplication, so we multiply:
[tex] \frac{ - 30}{ - 3} [/tex]
finally, we use D in BODMAS meaning division , so therefore negative 30 divided by negative 3 will give us the answer to the 10.
hope it helps .
The required value of the fraction is 10.
To simplify 10(4-7)/-(4-1)
Fraction is the number of portion to constitute the whole.
Simplification,
= 10(4-7)/-(4-1)
Using PEMDAS rule solve the parenthesis first, subtract 4 from -7 and 1 from 4.
= 10(-3)/-(3)
Following PEMDAS, multiply 10 with -3.
= -30/-3
Now divide -30 by -3.
= 10
Thus, The required value of the fraction is 10.
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