Describe the value of the 9 in 926,415.
Answers
Answer:
Value of 9 in 926,415 is 900,000.
Step-by-step explanation:
Given : 926,415.
To find : Describe the value of the 9
Solution : We have given 926,415.
We can see 9 is at the hundred thousand place
So, we can write is as 900, 000.
Therefore, Value of 9 in 926,415 is 900,000.
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Answers
Answer:
Option
Step-by-step explanation:
we know that
The compound interest formula is equal to
where
A is the Final Investment Value
P is the Principal amount of money to be invested
r is the rate of interest in decimal
t is Number of Time Periods
n is the number of times interest is compounded per year
in this problem we have
substitute in the formula above
Answers
7.85+q≤ -18.15
Simplify both sides of the inequality
q+7.85 ≤ -18.15
Subtract 7.85 from both sides
q+7.85-7.85 ≤ -18.15-7.85
Q ≤ -26
I hope that's help !
You can solve this just like any other equation, keeping in mind the inequality sign.
7.85 + q ≤ -18. 15
7.85 + q - 7.85 ≤ -18.15 - 7.85
q ≤ 26
Answers
3136 + 9.87 = 3145.87
The answer is ≈ 3145.87.
Answers
3b/5=a/2
3b/5=(b+28.90)/2
3b/5=b/2+14.45
b/10=14.45
b=144.5
a=144.5+28.90
a=173.4
Anne has $173.40
Beatrice has $144.50
Final answer:
Beatrice has $144.50 in savings and Anne has $173.40 in savings.
Explanation:
To solve this problem, let's assume Beatrice has x dollars in savings. Since Anne has $28.90 more savings than Beatrice, Anne's savings can be represented as (x + 28.90) dollars.
We are also given that 3/5 of Beatrice's savings is the same as 1/2 of Anne's savings. We can write this as:
(3/5)x = (1/2)(x + 28.90)
To solve the equation, we can cross multiply and simplify:
2(3/5)x = x + 28.90
6/5x = x + 28.90
6x = 5x + (5 * 28.90)
6x - 5x = 144.50
x = 144.50
Therefore, Beatrice has $144.50 in savings and Anne has (144.50 + 28.90) = $173.40 in savings.
Learn more about Savings here:
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step 3 85z+145
commutative property, then distributive property
communtative property, then identify property
associative property, then distributive property
associative property, then commutative property?
Answers
Associative allows the combining of like terms (Both with variable z)
Distributive allows the 5 to distribute through
5(11z+6z+29)
5(17z+29)
5(17z)+5(29)
85z+145