Tina solved 15 hard puzzles.
We can use the system of equations:
X represents the easy puzzles
Y represents the hard puzzles
x+y=50
3x+6y=195 (I just divided everything by 10 to make things easier)
Then I multiplied the first equation by -3 to be able to cross out x and solve for y.
So now we have -3x-3y=-150.
Now we can add the equations together and we get:
-3x-3y=-150
3x+6y=195
+________
3y= 45
y=15.
That means that Tina solved 15 hard puzzles and 45 easy puzzles.
Hope this helps! (Plz thank)
A pedestrian may walk against traffic (on the left side of the road), if there aren't sidewalks.
<h3>What is a traffic rule?</h3>
A traffic rule can be defined as an accepted and enforceable law or guideline established by a road safety agency, so as to give warnings and instructions to road users such as:
In accordance with national traffic rules and regulations, a pedestrian is permitted by law to walk against traffic, especially on the left side of the road) if there aren't sidewalks.
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A statement or item which is not included in a net worth statement is: B. $50 per month for a gym membership.
<h3>What is a
net worth statement?</h3>
A net worth statement is also referred to as a balance sheet and it can be defined as a type of financial tool that is designed and developed to show an individual's or business firm's financial position at a specific period of time.
This ultimately implies that, a net worth statement typically provides information about the financial position (dollar value) of what an individual or business firm own (assets) and what they owe such as liabilities or debts.
In Economics, the net worth of an individual or business firm can be calculated by using this formula:
Net Worth = Assets – Liabilities.
In conclusion, we can infer and logically deduce that "$50 per month for a gym membership" is a statement or item which is not included in a net worth statement.
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Complete Question:
Which of the following is not included in a net worth statement?
A.$300 in a checking account.
B. $50 per month for a gym membership
C. Balances on credit cards total $15,000.
D.$400 per month for school loans; the current balance is $25,000.