Math / Algebra

QuestionUse the equation $b=q-5$ to find the value of $b$ when $q=10$ $b=\square$

Studdy Solution

STEP 1

What is this asking? We're given a simple equation relating b and q, and we need to find what b is when q is 10. Watch out! Make sure to substitute the correct value for q into the equation and double-check your arithmetic.

STEP 2

1. Substitute q
2. Calculate b

STEP 3

Alright, so we've got this cool equation $b = q - 5$ .
We know that q is equal to 10, so let's plug it in!
Wherever we see a q, we're gonna replace it with a 10.

STEP 4

So, our equation becomes $b = \mathbf{10} - 5$ .
See? We just swapped out the q for its value, which is 10.

STEP 5

Now, we just need to crunch the numbers!
We have $b = 10 - 5$ .
What's $10 - 5$ ?

STEP 6

Well, $10 - 5 = \mathbf{5}$ .
So, we've found our answer!

STEP 7

When $q = 10$ , we find that $b = \mathbf{5}$ .

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QuestionUse the equation $b=q-5$ to find the value of $b$ when $q=10$ $b=\square$

Studdy Solution

STEP 1

What is this asking? We're given a simple equation relating b and q, and we need to find what b is when q is 10. Watch out! Make sure to substitute the correct value for q into the equation and double-check your arithmetic.

STEP 2

1. Substitute q
2. Calculate b

STEP 3

Alright, so we've got this cool equation $b = q - 5$ .
We know that q is equal to 10, so let's plug it in!
Wherever we see a q, we're gonna replace it with a 10.

STEP 4

So, our equation becomes $b = \mathbf{10} - 5$ .
See? We just swapped out the q for its value, which is 10.

STEP 5

Now, we just need to crunch the numbers!
We have $b = 10 - 5$ .
What's $10 - 5$ ?

STEP 6

Well, $10 - 5 = \mathbf{5}$ .
So, we've found our answer!

STEP 7

When $q = 10$ , we find that $b = \mathbf{5}$ .

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QuestionUse the equation b=q−5b=q-5b=q−5 to find the value of bbb when q=10q=10q=10 b=□b=\squareb=□

Studdy Solution

STEP 1

What is this asking? We're given a simple equation relating *b* and *q*, and we need to find what *b* is when *q* is **10**. Watch out! Make sure to substitute the correct value for *q* into the equation and double-check your arithmetic.

STEP 2

1. Substitute *q*2. Calculate *b*

STEP 3

Alright, so we've got this cool equation b=q−5b = q - 5b=q−5.We know that *q* is equal to **10**, so let's **plug it in**!Wherever we see a *q*, we're gonna replace it with a **10**.

STEP 4

So, our equation becomes b=10−5b = \mathbf{10} - 5b=10−5.See? We just swapped out the *q* for its value, which is **10**.

STEP 5

Now, we just need to **crunch the numbers**!We have b=10−5b = 10 - 5b=10−5.What's 10−510 - 510−5?

STEP 6

Well, 10−5=510 - 5 = \mathbf{5}10−5=5.So, we've found our answer!

STEP 7

When q=10q = 10q=10, we find that b=5b = \mathbf{5}b=5.

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QuestionUse the equation $b=q-5$ to find the value of $b$ when $q=10$ $b=\square$

What is this asking? We're given a simple equation relating b and q, and we need to find what b is when q is 10. Watch out! Make sure to substitute the correct value for q into the equation and double-check your arithmetic.

1. Substitute q
2. Calculate b

Alright, so we've got this cool equation $b = q - 5$ .
We know that q is equal to 10, so let's plug it in!
Wherever we see a q, we're gonna replace it with a 10.

So, our equation becomes $b = \mathbf{10} - 5$ .
See? We just swapped out the q for its value, which is 10.

Now, we just need to crunch the numbers!
We have $b = 10 - 5$ .
What's $10 - 5$ ?

Well, $10 - 5 = \mathbf{5}$ .
So, we've found our answer!

When $q = 10$ , we find that $b = \mathbf{5}$ .