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Lubov Fominskaja [6]
3 years ago
11

Compute the most rational way.

Mathematics
2 answers:
Svet_ta [14]3 years ago
5 0
The most rational way to solve this would be to combine like terms:

268*82 + 268*17 = 268*99
Then you get: 268*99 - 168*99
From here: Combine like terms *AGAIN*
100*99

100*99 = <u><em>9900</em></u>
WITCHER [35]3 years ago
5 0
Lets get started :)

268 · 82 + 268 · 17 - 168 · 99

Let us do each separately as it is more ideal

268 ( 82 ) = 21976
268 ( 17 ) = 3556
168 ( 99 ) = 16632

Just a little reminder, there are no like-terms since it does not contain variables

21976 + 3556 - 16632

We need to take a look at the order of operations
Addition comes before subtraction
= ( 21976 + 3556 ) - 16632
= 26532 - 16632

Now we do the final step
= 9900



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Baxter, Jackie, Quincy, and Valerie open savings accounts. At the end of each month, all four friends deposit different amounts
nevsk [136]

Answer:

baxter's saving account

Step-by-step explanation:

4 0
3 years ago
Please HELP ME omg istggg plsss im begging yalll
Pie
The answer is b I did this test yesterday
5 0
3 years ago
Explain two ways you could solve 24=6(-3+x)
Bumek [7]
You could either divide the 6 on each side and have 4=-3+x, so x=7, or you could distribute the 6 into the expression, so 24=-18+6x. Then 42=6x, and x=7.
7 0
3 years ago
Read 2 more answers
Both questions please
Nataly [62]
Let there be h 50 cent coins (call them halfs), d 10 cent coins (dimes) and n 5 cent coins (nickles).  

81 coins:

h+d+n=81

Three more dimes than halfs:

d=h+3

Nickels are twice halfs plus dimes:

n=2(h+d)

Three equations in three unknowns.  We'll eliminate n first:

n=81-(h+d)=2(h+d)

81=3(h+d)

h+d=27

Substituting d=h+3

h+h+3=27

2h=24

h=12

d=h+3=15

n=2(h+d)=2(27)=54

Check we have the right number of coins:

h+d+n=12+15+54=81 \quad\checkmark

Good.   The amount of money is

50h+10d+5n=0.50(12)+0.10(15)+0.05(54)=\$10.20

Part 2.

a for amount Tim gave cousin.  Initially Tim has $146.65, cousin $10.55

After he gave the money Tim had twice as much:

146.65 - a = 2(10.55 + a)

146.65 - a = 21.10 + 2a

146.65 - 21.10 = 3a

a = \dfrac{146.65 - 21.10}{3}= 41.85

That's the answer to b.  After the transfer the cousin has 10.55+41.85=\$52.40


4 0
3 years ago
Add. Write your answers in simplest form.<br><br>10 1/6+12 1/10
Scrat [10]
334/15 also known as 22.26
5 0
4 years ago
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