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------------------------------------------------ Which of the following expressions represents 43 times greater than the sum of 57 and 93?

A. [tex]43 \times 57 + 93[/tex]
B. [tex]43 \times 93 + 57[/tex]
C. [tex](43 \times 57) + 93[/tex]
D. [tex]43 \times (93 + 57)[/tex]

Answer :

First, we calculate the sum of 57 and 93:
[tex]$$
57 + 93 = 150.
$$[/tex]

Next, we multiply this sum by 43:
[tex]$$
43 \times 150 = 6450.
$$[/tex]

Thus, the expression that represents 43 times the sum of 57 and 93 is:
[tex]$$
43 \times (93+57).
$$[/tex]

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