Math, asked by erpk6055gmailcom, 2 months ago

cubic watermelon are watermelon grown in to the shape of cube . This is generally intended for shape efficiency is small refrigerators. The practices of growing cube watermelon is popular in Japan . The melons are grown in boxes and assume the shape of the container . Normal watermelon are round in nature. Now if in a fridge two watermelon are placed in such as way that they forme a cuboid . The base of this cuboid is rectangle whose are is given by the experience A=2 × 2 + 12 × + 18 . (seen figure ) A =2 × 2 + 12 × + 18 . What is the type of experience ? question 1 a) Linear. b) quadratic c) cubic . question 2) If area of the based is A =2 × 2 +18 find the length and breadth of the rectangular base . a) (X+3) (2X-3) , B) (X+3) ( 2X+3) , C) (X+3) (2X+9) , d) none of this question 3 what is the value of X hear ? a) -2 , b) -5, c) -4 , d) -3 question 4 what will be the perimeter of the base of the cubicle watermelon ? a)6x + 9, b) 6x + 18 , c) 6x + 12 , d) 6x + 15 . question 5 what is the shape of watermelon? a) circle , b) sphere , c) ellipse , d) parabola​

Answers

Answered by RvChaudharY50
10

Given :- cubic watermelon are watermelon grown in to the shape of cube . in a fridge two watermelon are placed in such as way that they forme a cuboid . The base of this cuboid is rectangle whose are is given by the experience A=2x² + 12x + 18 .

To Find :-

1) What is the type of experience ?

a) Linear. b) quadratic c) cubic .

2) find the length and breadth of the rectangular base . a) (X+3) (2X-3) , B) (X+3) ( 2X+3) , C) (X+3) (2X+9) , d) none of these .

3) what is the value of x here ?

a) -2 , b) -5, c) -4 , d) -3

4) what will be the perimeter of the base of the cubicle watermelon ?

a)6x + 9, b) 6x + 18 , c) 6x + 12 , d) 6x + 15 .

5) what is the shape of watermelon ?

a) circle , b) sphere , c) ellipse , d) parabola .

Solution :-

given that,

→ Area of base = 2x² + 12x + 18 => Degree of area is 2 . therefore, it is a Quadratic polynomial . (Ans.1)

now,

→ A = (2x² + 12x + 18)

→ A = (2x² + 6x + 6x + 18)

→ A = 2x(x + 3) + 6(x + 3)

→ A = (x + 3)(2x + 6)

therefore, length and breadth of the rectangular base are (x + 3), (2x + 6)

hence, (d) None of these (Ans.2) .

now, putting A = 0, we get,

→ (x + 3)(2x + 6) = 0

putting both length and breadth equal to zero we get,

→ x + 3 = 0

→ x = (-3)

and,

→ 2x + 6 = 0

→ 2x = (-6)

→ x = (-3) .

hence, value of x here is (-3) . (Ans.3)

now,

→ Perimeter of base = 2(Length + Breadth) = 2(x + 3 + 2x + 6) = 2(3x + 9) = (6x + 18) (b) (Ans.4)

also, we know that, a watermelon is in the shape of a sphere . (Ans.5) .

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Answered by anshmishradps09
2

Answer:

Correct option is A)

Given,

Area of rectangle A=x

2

+7x+12

Length L=x+3

Breadth B=?

Area of rectangle A=L×B

⇒x

2

+7x+12=(x+2)×B

⇒B=

x+3

x

2

+7x+12

=

2+3

2

2

+7(2)+12

=

5

30

∴Breadth=6

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