Math, asked by mskharini17, 3 months ago

can anyone ans for these questions with correct steps and formula and pls I need ans fast

who answered crt will be marked as brainlist and I will give thanks for their all ans in brainly ❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️❣️​

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Answers

Answered by sanvi7031
13

\huge\underline\bold\pink{Answer:-}

(III)

1. Given, 88×112

Using Identity \rightarrow(a+b) (a-b) = a^2-b^2

88×112

=(100-12) (100+12)

=(100)^2-(12)^2

=10000 - 144

= 9856

\quad

2. Area of the rectangle = 64m^2

Length of the rectangle(l) = 16cm

Breadth of the rectangle(b) = ?

We know that, A = l × b

\therefore Breadth (b) = \dfrac{Area}{length}={64}{16} = 4m

\quad

3. Let the fourth angle be 'x'.

Sum of all angles = 360°

\therefore 68° + 74° + 108° + x = 360°

x = 360° - 250 ° = 110°

\quad

4. P = ₹8000

R = 5 % p. a.

T = 2 years

Formula:-

A = P[1+\dfrac{R}{100}^n]]

A = ₹8000[1+\dfrac{5}{100}^2]]

= ₹8000[\dfrac{21}{20}^2]]

= ₹8000×\dfrac{21}{20}\times{21}{20}

= ₹(20×21×21) = ₹8820

Now, Compound Interest = A - P = ₹(8820 - 8000) = ₹820

\quad

5. (2^5\times2^4)\div2^{13} = 2^5+4\div2^{13} = 2^9\div2^{13} = 2^{9-13} = 2^{-4}

\quad

6. Above in the Attachment!

7. m^2-3m-40

=m^2+5m-8m-40

=m(m+5)-8(m+5)

=(m-8) (m+5)

\quad

8. 5y+18=11-2y

\implies 5y+2y = 11-18

\implies 7y = -7

\implies y = -1

\quad

(IV)

1. Above the attachment.

2. Length of the Cuboid = 12cm

Breadth of the cuboid = 8 cm

Height of the cuboid = 4.5cm

  • Volume of Cuboid = l×b×h

= (12×8×4.5) cm^3

= 432cm^3

  • Lateral Surface area of cuboid = 2(l+b)h

= (2(12+8)×4.5)cm^2

= (2×20×4.5)cm^2

= 180cm^2

  • Total surface area of cuboid = 2(lb+bh+lh)

= 2(12×8+8×4.5+12×4.5) cm^2

= 2(96+36+54) cm^2

= 2(186) cm^2

= 372cm^2

\quad

3. Above in the Attachment!

\quad

4. Let the numbers be 4x, 5x, and 6x.

As per the question,

4x+5x+6x = 135

\implies15x = 135

\impliesx = \dfrac{135]{15}

\impliesx = 9

The Numbers are:-

4x = 4×9 = 36

5x = 5×9 = 45

6x = 6×9 = 54

\quad

(V)

1.Above in the Attachment!

Hello! Mate

I have answered all the Given questions. You can check!

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Answered by Stuti1990
0

Answer:

Mark above ans as the Brainliest because I couldn't type all answers.

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