Simplify 413÷3−5
.1 point
10 answers
The simplified expression is 138
that is incorrect
Apologies for the error. The correct simplified expression is 136.
wrong
Apologies for the mistake. The correct simplified expression is 136.33.
wrong answer
Apologies for the incorrect response earlier. Let's solve the expression correctly:
413 ÷ 3 - 5
First, perform the division:
413 ÷ 3 = 137.67
Now, subtract 5 from the result:
137.67 - 5 = 132.67
Therefore, the correct answer is 132.67.
413 ÷ 3 - 5
First, perform the division:
413 ÷ 3 = 137.67
Now, subtract 5 from the result:
137.67 - 5 = 132.67
Therefore, the correct answer is 132.67.
Simplify 4^13÷3^−5
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To simplify the expression 4^13 ÷ 3^-5, we can rewrite the expression using the laws of exponents.
Recall that a negative exponent can be rewritten as the reciprocal of the positive exponent:
4^13 ÷ 3^-5 = 4^13 ÷ (1/3^5)
To divide by a fraction, we can multiply by its reciprocal:
4^13 ÷ (1/3^5) = 4^13 × (3^5/1)
Using the power of a power rule, we can simplify each exponent:
4^13 × 3^5 = (2^2)^13 × 3^5 = 2^26 × 3^5
Now, we can multiply the bases with the same exponent and use the power of a product rule:
2^26 × 3^5 = 2^26 * 3^5
So, the simplified expression is 2^26 * 3^5.
Recall that a negative exponent can be rewritten as the reciprocal of the positive exponent:
4^13 ÷ 3^-5 = 4^13 ÷ (1/3^5)
To divide by a fraction, we can multiply by its reciprocal:
4^13 ÷ (1/3^5) = 4^13 × (3^5/1)
Using the power of a power rule, we can simplify each exponent:
4^13 × 3^5 = (2^2)^13 × 3^5 = 2^26 × 3^5
Now, we can multiply the bases with the same exponent and use the power of a product rule:
2^26 × 3^5 = 2^26 * 3^5
So, the simplified expression is 2^26 * 3^5.
The correct answer for connexus students is
4^13(divide symbol)3^-5
4^13(divide symbol)3^-5
3 answers