Question

Please answer the questions!!`

Answer 1

plz give me aa thanks and votee

Answer 2

||SOLUTION||

☞ (-10)+3

$- 10 + 3 \\ - 7$

• $\longmapsto\;\bold{-7}$

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☞ (-35)-(-10)

$( - 35) - ( - 10) \\ - 35 + 10 \\ - 25$

• $\longmapsto\;\bold{-25}$

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☞ 8y = 36

$8y = 36 \\ y = \frac{36}{8} \\ y = \frac{9}{2} \: (or) \: 4.5$

• $\longmapsto\;\bold{4.5}$

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☞ 3x+4 = 48

$3x + 4 = 48 \\ 3x = 48 - 4 \\ x = \frac{44}{3}$

• $\longmapsto\;\Large{\bold{\frac{44}{3}}}$

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☞ (a+b)+c = a+(b+c)

• $\longmapsto\;\bold{Associative\; Property}$

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☞ 4(m+5) = 18

$4(m + 5) = 18 \\ 4m + 20 = 18 \\ 4m = 18 - 20 \\ m = \frac{ - 2}{4} \\ m = \frac{ - 1}{2}$

• $\longmapsto\;\Large{\bold{\frac{-1}{2}}}$

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☞ x+10 = 12

$x + 10 = 12 \\ x = 12 - 10 \\ x = 2$

• $\longmapsto\;\bold{2}$

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☞ Complementary Angles

• A pair of Angles whose sum is 90°, those angles are known as Complementary Angles.

Ex:- (60,30) & (75,15)

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☞ Pair of Supplementary Angles

• $\longmapsto\;\bold{Option\;-\;A\;(50°,130°)}$

A pair of Angles whose sum is 180°, those angles are known as Supplementary Angles.

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☞ Adjacent Angles

• A pair of Angles having a common vertex and a common side but don't overlap each other are called Adjacent Angles.

Ex:- In Parallelogram ABCD, ∠DAB & ∠ABC are adjacent to each other.

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☞ 3y+5 = 44

$3y + 5 = 44 \\ 3y = 44 - 5 \\ y = \frac{39}{3} \\ y = 13$

• $\longmapsto\;\bold{13}$

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☞ 4 = 5(p-2)

$4 = 5(p - 2) \\ 4 = 5p - 10 \\ 4 + 10 = 5p \\ p = \frac{14}{5}$

• $\longmapsto\;\Large{\bold{\frac{14}{5}}}$

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☞ q/4+7 = 5

$\frac{q}{4} + 7 = 5 \\ \frac{q}{4} = 5 - 7 \\ q = - 2(4) \\ q = - 8$

• $\longmapsto\;\bold{-8}$

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☞ Line Segment

• A straight line having two end points and can be measured is called a line segment.

Ex:- A ____________ B, Known as AB.

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☞ 5t+28 = 10

$5t + 28 = 10 \\ 5t = 10 - 28 \\ 5t = - 18 \\ t = \frac{ - 18 }{5}$

• $\longmapsto\;\Large{\bold{\frac{-18}{5}}}$

$\tt{@MrMonarque}$

Hope It Helps You ✌️