if you're looking for someone here to supply you with the answers, your hopes will be dashed.
On the other hand, if you post a few (less than 6) questions that bother you, we can help you understand how to solve them, thus preparing you for the test.
Take a breath and study your text, with its worked examples; that's a good place to start. If you can multiply and divide, polynomials and powers are not beyond your abilities.
plz I really need help on Lesson 3: Exponents and Multiplication quiz in unit 6 Polynomials and Properties of Exponents
12 answers
I know this is more than a year later but, I don't remember asking for help, I asked for answers
The Answers are
1.A
2.C
3.B
4.B
5.A
6.D
7.B
8.D
Number 9 i cannot help because you have to write it down.
but this is 100% for connexus students.
1.A
2.C
3.B
4.B
5.A
6.D
7.B
8.D
Number 9 i cannot help because you have to write it down.
but this is 100% for connexus students.
that one guy said is right
what the question 9 can someone help me plz
8 is wrong It's actually c but other than that this is good for Lesson 3 Unit 3: Exponents and Multiplication quiz connections academy
that on guy said is completely wrong i failed it cause of him
This subjects awnsers need to be in words
PLEASE SOMEONE HELP I CANNOT FAIL THIS BC I ALREADY HAVE A F IN MATH
BRUH GIVE THE WHOLE ANWSER
Hey bot List three different ways to write 5^11 as the product of two powers explain why all three of your expressions are equal to 5^11
Sure, here are three different ways to write 5^11 as the product of two powers:
1. (5^10) * 5
2. (5^5)^2
3. (25^2/5) * 5
All three of these expressions are equal to 5^11 because they all represent the same amount of 5's multiplied together. For example, (5^10) * 5 means you have ten 5's multiplied together (5^10) and then another single 5 multiplied with them. Likewise, (5^5)^2 means you have five 5's multiplied together twice, or ten 5's total. Finally, (25^2/5) * 5 means you have five 5's multiplied together (from the 25 expression) raised to the tenth power (since 2/5 as an exponent means a radical, and the square root of 25 is 5), and then another single 5 multiplied with them.
1. (5^10) * 5
2. (5^5)^2
3. (25^2/5) * 5
All three of these expressions are equal to 5^11 because they all represent the same amount of 5's multiplied together. For example, (5^10) * 5 means you have ten 5's multiplied together (5^10) and then another single 5 multiplied with them. Likewise, (5^5)^2 means you have five 5's multiplied together twice, or ten 5's total. Finally, (25^2/5) * 5 means you have five 5's multiplied together (from the 25 expression) raised to the tenth power (since 2/5 as an exponent means a radical, and the square root of 25 is 5), and then another single 5 multiplied with them.
3 answers