Answer:
-5
Step-by-step explanation
how do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formulahow do I put (-3,2) and (-2,-3) in slope formula
Answer:
Step-by-step explanation:
i'll do b
5(2-b) > -3(b-3)
10-5b > -3b-9
Answer:
Ile to potrzebuje działania !!
(12x + 2y-5) + (6y-12x + 9)
- (3x + 9) - (12 + 8x)
12 - (- 6x + 12) + 36x
14+ (3x-9) - (5x + 11)
- (- 7x + 15) - (- 8 + 4x)
16 + 2x + (8x-26)
14x + 36- (9 + 36)
- (8z + 11) + 8z
3x- (12-9x)
- (7x + 9)
-9-18+ (21x-9)
(64x + 5) + (8x-9)
- (36x-1) + (36x-1)
- (5x + 5) + 12x
(8x-9) + ( 9x-8)
Step-by-step explanation:
pls make me brainliest may its help u
= -40
a + 16d = -40 ...... -(i)
= -73
a + 27d = -73 .......(ii)
Subtracting (i) and (ii)
a + 16 d - a - 27 d = - 40 + 73
-11d = 33
d = -3
a = -40 - 16d = -40 - 16(-3) = 8
= 8 + (n-1)-3
= 8 -3n +3
= -3n + 11
Hence recursive formula :
= -3n + 11
Answer:
Work backwards to solve this problem.
If he ends with 32 cookies, then subtract 12. That gives 20 cookies. 20*2 is 40, so now he has 40 cookies.
