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3 years ago

Why might an older house have more safety risks than a new one?

2 answers:

5 0

An older house could have more safety risks than a new one because it could be less upgraded, such as fire alarms and safety alarms.

klemol [59]3 years ago

4 0

Older homes did not have the same safety requirements when they were constructed that newly built homes now have to meet; any preventative measures like smoke alarms were left up to the home owners. It is also possible that wiring may have become damaged over the years and gone unnoticed, leaving the home at risk of a fire.

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Which statement describes the shift from D1 to D2?

rjkz [21]

The statement that describes the shift from D1 to D2 is option c: Demand for the product decreased.

<h3>Which causes a change in demand?</h3>

A change in demand is one that is caused by:

The tastes and preferences of customers
The the composition or size of the population
The prices of related goods
Expectations.

Note that a change in any one of the factors above can determine the quantity people who are known to be willing to buy at a said price and this will cause a shift in demand.

Hence, The statement that describes the shift from D1 to D2 is option c: Demand for the product decreased.

Learn more about Demand from

brainly.com/question/28224672

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2 years ago

Sorry two big valves your rpm will go down plus the smaller ones will give you more horsepower

Vika [28.1K]

Your rpm will go up the answer is B

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4 years ago

Understanding that if we say something unkind to someone

Ivahew [28]

Answer:

Moral

Explanation:

6 0

4 years ago

Read 2 more answers

Pleeeeeeeeeeeèéēêėęeese help

zimovet [89]

Answer/Explanation:

We would solve for the value of x in each case.

1. $4x = 12$

$x = \frac{12}{4}$ (division property of equality)

$x = 3$

2. $\frac{x}{14} = -7$

$x = -7 \times 14$ (multiplication property of equality)

$x = -98$

3. $26 = 14 + x$

$26 - 14 = x$ (subtraction property of equality)

$12 = x$

$x = 12$

4. $-2 + x = 7$

$x = 7 + 2$ (addition property of equality)

$x = 9$

5. $x - 6 = -2$

$x = -2 + 6$ (addition property of equality)

$x = 4$

6. $- 5 = \frac{x}{8}$

$- 5 \times 8 = x$ (multiplication property of equality)

$-40 = x$

7. $- 7 = x + 3$

$- 7 - 3 = x$ (subtraction property of equality)

$-10 = x$

$x = -10$

8. $-6x = 42$

$x = \frac{42}{-6}$ (division property of equality)

$x = -7$

9. $\frac{x}{6} = 4$

$x = 4 \times 6$ (multiplication property of equality)

$x = 24$

10. $13 = x - 4$

$13 + 4 = x$ (addition property of equality)

$17 = x$

$x = 17$

11. $100 = -25x$

$\frac{100}{-25} = x$ (division property of equality)

$-4 = x$

$x = -4$

12. $-7 + x = 4$

$x = 4 + 7$ (subtraction property of equality)

$x = 11$

13. $7 + x = 37$

$x = 37 - 7$ (subtraction property of equality)

$x = 30$

14. $56 = 8x$

$\frac{56}{8} = x$ (division property of equality)

$7 = x$

$x = 7$

15. $\frac{x}{1} = -18$

$x = -18$ (multiplication property of equality)

$x = -18$

16. $x + 6 = 16$

$x = 16 - 6$ (subtraction property of equality)

$x = 10$

17. $x - 1 = -1$

$x = -1 + 1$ (subtraction property of equality)

$x = 0$

18. $10x = 70$

$x = \frac{70}{10}$ (division property of equality)

$x = 7$

19. $-11 = \frac{x}{3}$

$-11 \times 3 = x$ (multiplication property of equality)

$x = -33$

20. $x - 5 = 1$

$x = 1 + 5$ (addition property of equality)

$x = 6$

3 0

3 years ago

Christopher Columbus thought there was a route to Asia. <br><br> He thought this route was westward.

Fittoniya [83]

Answer:

He was determined to find a direct water route west from Europe to Asia, but he never did.

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7 0

2 years ago