1. Simplify: a) (−9) +7 +(−11) +29 b) −12 –(−14)+(−3)+29 2. Sum of two integers is 308.If one of the integers is – 78, find the other integer. 3. Find a) a pair of negative integers whose difference gives 6. b) a pair of negative integers whose difference gives (-9). c) a negative integer and a positive integer whose difference is (-15) 4. If the sum of (-21) and ‘c’ is 50 and then find the additive inverse of ‘c’. 5. What will be the a) sign of the product of 22 negative integers? b) sign of the product of 101 negative integers? c) 9 negative integers and 2 positive integers? d) 4 negative integers and 3 positive integers? 6. Find the product using suitable properties: a) 720 × (−68) + (−720) × 32 b) (−65) × 102 c) 10 ×(−35)×(−5) ×(−20) 7. If the product of two integers is −120 and one of them is −30, then what is the other number? 8. Find the value of a)[(−48) ÷12] ÷4 b) [103 ÷(−2 +1)] ÷(−103) 9. Which of the following is incorrect? a) (−17)×(−7)×(−3) < 0 b) [8 ×(−4)] ÷32 =0 10. Quick answer: a) What is the multiplicative identity for the integers? b) If we subtract the greatest negative integer from the smallest positive integer, then what would be the result? c) Which property is shown by [−2 ×(4 +3)] =[(−2) ×4] +[(−2) × 3]?

Answer:

option: a

Step-by-step explanation:

pls make me brainiest

Answer: Fourth optional figure best completes the series.

Step-by-step explanation:

The given square is divided into 8 equal parts. Let, these equal parts, be called sections.

In the first figure, the blue triangle is in the lower-left downward section and the green triangle is in the upper-left downward section.

In the second figure, the blue triangle flips one section upward, while the green triangle flips the one section downward.

In the third figure, the blue triangle again flips one section upward, while the green triangle flips one section downward.

In the fourth figure, again, the blue triangle flips one section upward and the green triangle flips one section downward.

Following the same pattern; the blue triangle will flip one section upward, while the green triangle will flip one section downward.

Hence, the next correct pattern is the 4th optional figure.

#SPJ2

Explanation:

(a)is true and (r)is false

option no a is correct

ok thanks

The statements P and Q , both are correct therefore option A is correct.

Explanation:

Refractive density([tex]n[/tex]):

1. It is defined as the ratio of speed of light in vacuum and in another medium.

Mathematically,

[tex]n[/tex]=c/v

where c is the speed of light in vacuum and v is the speed of light in another medium.

2.It is the measure of how much the light bends i.e. deviated from it's original path, if it goes from one media to another.

3. Optically denser medium is the medium in which the value of refractive index is greater than that in vacuum and similarly for Optically rarer medium, the value of refractive index is less than that in vacuum.

For example: Refractive index of water =1.33

Refractive index of kerosene  =1.44

Therefore Kerosene is optically denser than water.

Hence statement Q is correct.

Mass density:

Mass density (Ф) if defined as the ratio of mass of a substance and it's volume.

Mathematically,

Ф = M / V where M and V are the mass and volume of the substance

NOTE:

We see that there is no direct relation between refractive index and mass density. Therefore we say that an optically denser/rarer medium may(or may not) possess greater mass density.

For example: Turpentine and water. Mass density of turpentine is less than that of water but its optical density is higher.

Therefore Statement P is correct.

Hence both the statments are correct.

So option (A) is correct.

#SPJ3

Explanation:

Friday Night Funkin' (often abbreviated to FNF) is an open-source donationware rhythm game first released in 2020 for a game jam. The game was developed by a team of four Newgrounds users, Cameron "Ninjamuffin99" Taylor, David "PhantomArcade" Brown, Isaac "Kawai Sprite" Garcia, and evilsk8r.

Answer:Friday Night Funkin' (often abbreviated to FNF) is an open-source donationware rhythm game first released in 2020 for a game jam. The game was developed by a team of four Newgrounds users, Cameron "Ninjamuffin99" Taylor, David "PhantomArcade" Brown, Isaac "Kawai Sprite" Garcia, and evilsk8r.

Explanation:Friday Night Funkin' (often abbreviated to FNF) is an open-source donationware rhythm game first released in 2020 for a game jam. The game was developed by a team of four Newgrounds users, Cameron "Ninjamuffin99" Taylor, David "PhantomArcade" Brown, Isaac "Kawai Sprite" Garcia, and evilsk8r.