MATHEMATICS MIDDLE SCHOOL

Bobby's collection so sports cards has 3/10 baseball cards and 39/100 football cards. The rest are soccer cards. What fraction of Bobby's sports cards are baseball or football.GIVE U 100 POINTS LATER PROMISE

Answers

Answer 1
Answer:

The fraction of Bobby's sports cards are baseball or football from the given fractions is; 69/100

How to simplify Fractions?

We are told that Bobby's collection of sports cards has 3/10 baseball cards and 39/100 football cards.

Thus,

Total baseball and football cards = 39/100 + 3/10 = 69/100

We are told that the rest are soccer cards. Thus;

Fraction of soccer cards = 100/100 - 69/100 = 31/100.  

In conclusion the fraction of Bobby's sports cards that are baseball or football is 31/100.

Read more about simplifying fractions at; brainly.com/question/1622425
Answer 2
Answer: It is 31/100 because 39/100 + 3/10 =69/100. 100/100 - 69/100 = 31/100. 3/10 is the same as 30/100. So 31/100 is soccer cards

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Answers

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Answers

well, the answer to this problem is 12.1

How much is 4 wrong out of 10 questions on a quiz ,whats the grade?

Answers

that means you got 6 right, and since it is out of 10, 60 percent. However, since it was only out of ten your teacher may choose to weigh it differently. But, 6/10 is 60 percent.
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If there are two women for every man, how many women are there, when the number is 350. Please show your work.

Answers

1 man ... 2 women
350 men ... x women = ?

If you would like to know how many women are there if the number of men is 350, you can calculate this using the following steps:

1 * x = 2 * 350
x = 2 * 350
x = 700 women

The correct result would be 700 women.
That would give part-women and part-men 
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A^2-5a+6


((factor and solve))

Answers

Answer: a^2 - 5a + 6

(a-6)(a+1) = 0

Step-by-step explanation:

(a-6) = 0

a=6

(a+1) = 0

a = -1

The weekly fee for staying at the Pleasant Lake Campground is $20 per vehicle and $10 per person.
Last year, weekly fees were paid for v vehicles and
p persons. Which of the following expressions gives
the total amount, in dollars, collected for weekly fees
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A. 20v + 10p
B. 20p + 10v
C. 10(v + p)
D. 30(v + p)
E. 10(v + p) + 20p

Answers

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