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Vinil7 [7]
3 years ago
9

The table shows the number of apples and oranges sold at a grocery store over a 6 day period. Which statement is TRUE?

Mathematics
2 answers:
sergejj [24]3 years ago
7 0

Answer:

B) The range of apples is 43 more than the range of oranges.

Step-by-step explanation:

The range of Apples:

172 - 98 = 74

The range of Oranges:

96 - 65 = 31

The range of Apples is more than of Oranges in 43 Apples.

LiRa [457]3 years ago
6 0

Answer:

B) The range of apples is 43 more than the range of oranges.

Step-by-step explanation:

Ranges

Oranges:

96 - 65

31

Apples:

172 - 98

74

74 - 31

43

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16

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Think about the following sentence from the paragraph:
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A) The sentence introduces readers to the paragraphs main idea.

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Expand and simplify using the binomial theorem (3x - 1)^4.
Charra [1.4K]

us pascal triangle

          1

        1   1

     1    2    1

   1    3    3    1

1     4    6    4    1  

each number is the sum of 2 above it and the 1's are on the outside because only 1 number is above them and its 1

so since its ^4 we use row 4 (actually the 5th because the top row is row zero)  

these at the coefficients

so here is

1a^4b^0-4a^3b^1+6a^2b^2-4a^1b^3+1a^0b^4

or easier to see it vertically

notices how exponential start a 4 and 0 until 4 goes down to 0 and 0 goes up to 4

(3x - 1)

a = 3x

b = -1

1a^4b^0  = 1(3x)^4(-1)^0

-4a^3b^1   =  -4(3x)^3(-1)^1

+6a^2b^2 ....

-4a^1b^3 .....

+1a^0b^4....

then write it horizontally

I think you see now,  when you expand this you will have your answer

5 0
3 years ago
PLEASE HELP HURRY!!!!!!!
Charra [1.4K]

As it has been given that x=4+5i, y=2-9i.

We need to find the value of the following:

(i) 4x-y, substituting the value of 'x' and 'y' in the expression, we get:

4(4+5i)-(2-9i)=4\times 4+4\times 5i-2+9i=16+20i-2+9i

=14+29i

So, 4x-y=14+29i

(ii) -x+3y, substituting the value of 'x' and 'y' in the expression, we get:

-(4+5i)+3(2-9i)=-4-5i+3\times 2-3 \times 9i=-4-5i+6-27i

=2-32i

So, -x+3y=2-32i

(iii) x \times y, we need to substitute the value of 'x' and 'y' in the expression,  for this, we can use distributive property of multiplication that says,

a(b+c)=a \times b+ a \times c

Using the distributive property of multiplication:

(4+5i)\times(2-9i)=4 \times 2-4 \times 9i+5i \times 2-5i \times 9i

=8-36i+10i-45i^2

Now, we know that i \times i=i^2=-1

We get, 8-36i+10i-45 \times (-1)=8-26i+45

=8+45-26i=53-26i

Therefore, x \times y=53-26i.

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2(4+5i)\times (2-9i)

Again, we can use distributive property of multiplication that says,

a(b+c)=a \times b+ a \times c

So,

2(4+5i) \times (2-9i)=2\times 4+2 \times 5i\times(2-9i)

=8+10i \times(2-9i)=8\times 2-8 \times 9i+10i \times 2-10i \times 9i

=16-72i+20i-90i^2

since, i^2=-1

we get,

16-72i+20i-90 \times (-1)=16-52i+90

=106-52i

Therefore,

2x \times y=106-52i


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4 years ago
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