Jasmine has 84 flowers available to make bouquets for the farmer's market. To make the bouquets more appealing to theshe would like to have an odd number of flowers in each. She wants to use all of the available flowers. To meet lasmines
requirements, how many flowers could she put in each bouquet?
HELP PLZZ
Answers
Answer:
Jasmine could have 84 bouquets with 1 flower in each,28 bouquets with 3 flower in each,12 bouquets with 7 flower in each or 4 bouquets with 21 flower in each.
Step-by-step explanation:
The total number of flowers that jasmine has to make bouquets is 84.
We need to note that she want to use all the flowers.
Now let us write down all factors of 84.
84= 1 * 84 ....(1)
= 2 * 42 ....(2)
= 3 * 28 ....(3)
= 4 * 21 ....(4)
= 6 * 14 .....(5)
= 7 * 12 ....(6)
Now all we need is odd number of flowers in each bouquet,i.e,
All the numbers written in the right hand side of the above 1 to 6
numbered equations are factors of 84.
Since Jasmine wanted no flowers to be wasted so we can assume that number of flowers in each bouquet must be an odd factor of 84.
Therefore, odd factors of 84 are 1,3,7,21.
So Jasmine could have 84 bouquets with 1 flower in each,28 bouquets with 3 flower in each,12 bouquets with 7 flower in each or 4 bouquets with 21 flower in each.
Answer:
the answer is 7
Step-by-step explanation:
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Answers
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100 % - $59.00
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Answers
If the pool is being filled with 36 cubic meters of water per hour, you divide 900 by 36. You get 25 hours.
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how you solve that
Answers
Answer:
7
Step-by-step explanation:
(7/8)(8)=7
Identify the like terms. 9x, 10y, –9y, 10 A. 9x and 10 B. 10y and 10 C. 10y and –9y D. 9x and -9y The term 25ab and which other term are like terms? A. 25 B. 24a C. 5ba D. 10b Combine like terms.15w – 28w A. –43w B. –13w C. –13 D. Combine like terms.9 + 18s – 7s A. 20s B. 9 + 11s C. 9 – 11s D. 20 Combine like terms. 5/6X take away -2/3X= Answers: A. 1/6X B. 1/3X C. 1/2X D. X
Answers
Answer:
1) Option C
2) Option C
3) Option B
4) Option B
5) Option A
Step-by-step explanation:
1) Identify the like terms ?
Terms are 9x, 10y, –9y, 10.
Like terms are those having same variable.
i.e. 10 y and -9y are like terms.
So, Option C is correct.
2) The term 25ab and which other term are like terms?
Option terms are 25,24a,5ba,10b
Like terms are those having same variable form.
i.e. 25ab and 5ba are like terms.
So, Option C is correct.
3) Combine like terms.
Expression
combine like terms means adding and subtracting like terms with same variable.
i.e.
So, Option B is correct.
4) Combine like terms.
Expression
combine like terms means adding and subtracting like terms with same variable.
i.e.
So, Option B is correct.
5) Combine like terms.
Expression
combine like terms means adding and subtracting like terms with same variable.
i.e.
So, Option A is correct.
1.C
2.C
3.B
4.B
5.A