in-3-7-write-the-reciprocal-multiplicative-inverse-of-each-given-number-8

Question

In $3-7,$ write the reciprocal (multiplicative inverse) of each given number.
$$
8
$$

Martha Richards · Accepted Answer

So we&#x27;re asked to find the reciprocal or the multiplication inverse of eight. So remember that anytime you have a whole number, it&#x27;s the same as that number over one. So we&#x27;re just flipping the numerator into the denominator denominator and to the numerator, so I get won over eight.

Bahar Tehranipoor · Answer

in this question, all we have to do is write the reciprocal of each given number, and this will be the multiplication of inverse. And this is really quite simple. To do that. All we have to do is just reciprocate. And that means take the numerator and make it this nor mater and make the denominator the numerator, so answer is just eight over three.

Bahar Tehranipoor · Answer

in this exercise. All we want to do is write the reciprocal of each given number. And this is the multiplication in verse. And all we have to do is make the numerator the denominator. Everything denominator, the numerator. We keep the signs. We have negative seven over too. That&#x27;s it.

Martha Richards · Answer

So the reciprocal or the multiplication of inverse of seven over 12 you just flip the numerator into the denominator and denominator into the numerator. And so we get 12 over seven and you can see that these cancel and these cancel, so I&#x27;m left with one.

Bahar Tehranipoor · Answer

in this exercise, we want to write the reciprocal of each given number, which is the most implicated in burst on. What? This question is actually really simple. Because if we just reciprocate one, you still get one, and that is just answer.

Andrija Isakov · Answer

question were given the number 7/8 and were asked to give its additive and multiplication in verses. Now what is an additive? Inverse? It is the number to which you add 7/8 to get the additive identity, which is zero. Similarly, the multiplication of inverse of 7/8 is the number by which you multiply 7/8. Multiply seven over eat to get the multiplicity of identity which is one so obviously negative 7/8 as a to our number to get zero and 8/7 closeted 8/7 That multiplies by our number to get the multiplication of identity. So there we have what we&#x27;re after.

Problem

In $3-7,$ write the reciprocal (multiplicative in…

Problem 6 Easy Difficulty

In $3-7,$ write the reciprocal (multiplicative inverse) of each given number.
$$
8
$$

Answer

$\frac{1}{8}$

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Ann Xavier Gantert

Algebra 2 and Trigonometry

Grace H.

Heather Z.

Kayleah T.

Maria G.

Absolute Value - Example 1

Absolute Value - Example 2

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$\frac{1}{8}$

Algebra 2 and Trigonometry

Grace H.

Heather Z.

Kayleah T.

Maria G.

Absolute Value - Example 1

Absolute Value - Example 2

Ann Xavier GantertAlgebra 2 and Trigonometry

Grace H.

Heather Z.

Kayleah T.

Maria G.

Ann Xavier Gantert

Algebra 2 and Trigonometry