Answer:
120 peas did Julia have to start with
Step-by-step explanation:
As per the statement: The ratio of Julia’s peas to Vlada’s peas was 3:2
Let the number be x;
Then;
Julia have number of peas to start with= 3x and Vlada's have number of peas start with = 2x
Also, it given that Julia gave 15 peas to Vlada, she still had 10 more peas than Vlada.
⇒ 3x - 15 = 2x + 10 + 15
3x -15 = 2x + 25
Add 15 both sides we get;
3x = 2x + 40
Subtract 2x from both sides we get;
x = 40
Number of peas Julia have = 3x = 3(40) = 120
and
Number of peas Vlada have = 2x = 2(40) = 80
Therefore, Julia have to start with 120 peas
I believe the answer is 622.5. But I might be wrong. I hope it could help if right! (:
Answer:1
Step-by-step explanation: f(x)=-2 |x+1|
plug in the f(x) which is -2 into x to solve.
|-2+1|= |-1|= 1, it turns into positive 1.
A) angle 1 and angle 8
b) angle 3 and angle 6
c) angle 3 and angle 7
C. 42
because if you divide 26.2 divided by 5 = 5.24 then you times it by 8 and you will get 41.92 and you will round it to get 42
