1 + 7 - 10 x 54 - 77 +2

Perform Multiplication: Apply the order of operations (PEMDAS/BODMAS), which means we first need to perform multiplication before addition and subtraction. Calculate 10 x 54. 10 x 54 = 540Replace with Result: Replace the multiplication in the original expression with the result from Step 1. The new expression is 1 + 7 - 540 - 77 + 2.Addition and Subtraction: Now, perform the addition and subtraction from left to right. First, add 1 + 7. 1 + 7 = 8Replace with Result: Replace the addition in the expression with the result from Step 3. The new expression is 8 - 540 - 77 + 2.Subtract from 8: Subtract 540 from 8. 8 - 540 = -532Replace with Result: Replace the subtraction in the expression with the result from Step 5. The new expression is -532 - 77 + 2.Subtract from -532: Subtract 77 from -532. -532 - 77 = -609Add to -609: Add 2 to -609. -609 + 2 = -607

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Algebra 1

Factor polynomials

Full solution

1 + 7 - 10 \times 54 - 77 +2

Perform Multiplication: Apply the order of operations (PEMDAS/BODMAS), which means we first need to perform multiplication before addition and subtraction. $\newline$ Calculate $10 \times 54$ . $\newline$ $10 \times 54 = 540$
Replace with Result: Replace the multiplication in the original expression with the result from Step $1$ . $\newline$ The new expression is $1 + 7 - 540 - 77 + 2$ .
Addition and Subtraction: Now, perform the addition and subtraction from left to right. $\newline$ First, add $1 + 7$ . $\newline$ $1 + 7 = 8$
Replace with Result: Replace the addition in the expression with the result from Step $3$ . $\newline$ The new expression is $8 - 540 - 77 + 2$ .
Subtract from $8$ : Subtract $540$ from $8$ . $\newline$ $8 - 540 = -532$
Replace with Result: Replace the subtraction in the expression with the result from Step $5$ . $\newline$ The new expression is $-532 - 77 + 2$ .
Subtract from $-532$ : Subtract $77$ from $-532$ . $\newline$ $-532 - 77 = -609$
Add to $-609$ : Add $2$ to $-609$ . $\newline$ $-609 + 2 = -607$