Sagot :
Solution:
4^2 × 3^2 - 4^3 ÷ 2^3 + 287
- = 4^2×3^2-4^3÷2^3+287
- = 4^2×3^2-4^3÷8+287
- = 4^2×3^2-64÷8+287
- = 4^2×9-64÷8+287
- = 16×9-64÷8+287
- = 144-64÷8+287
- = 144-8+287
- = 136+287
- = 423
Final Answer: 423
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ANSWER 4² × 3² - 4³ ÷ 2³ + 287
Answer:
4 ² × 3 ² - 4 ³ ÷ 2 ³ + 287 = 423
Step-by-step explanation:
Follow the procedure or order of P E M D A S. (Parenthesis, Exponent, Multiplication, Division, Addition, Subtraction):
First, solve for the exponents:
4 ² = 16
3 ² = 9
-4 ³ = -64 (negative, positive, negative)
2 ³ = 8
Then, solve for the given operations:
16 x 9 - 64 ÷ 8 + 287 (follow the order of multiply, divide, subtract, then add)
144 - 8 + 287
136 + 287
= 423
Hence, the final answer to 4 ² × 3 ² - 4 ³ ÷ 2 ³ + 287 is 423.
For more reference: brainly.ph/question/21491122
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