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yan [13]
2 years ago
7

Match the underlined words in this excerpt from the Declaration of Independence to words that have a similar meaning. He has for

bidden his Governors to pass Laws of immediate and pressing importance, unless suspended in their operation till his Assent should be obtained; and when so suspended, he has utterly neglected to attend to them. He has refused to pass other Laws for the accommodation of large districts of people, unless those people would relinquish the right of Representation in the Legislature, a right inestimable to them and formidable to tyrants only. Tiles
TilesdisregardacceptanceoppressorquitacknowledgmentignoreauthoritariansurrenderPairsassent neglect relinquish tyrantNextReset
English
2 answers:
garik1379 [7]2 years ago
7 0
Tiles: disregard, acceptance, oppressor, quit, acknowledgment, ignore, authoritarian,surrender

Pair:
assent - ACCEPTANCE, ACKNOWLEDGMENT
neglect - DISREGARD, IGNORE
relinquish - QUIT, SURRENDER
tyrant - OPPRESSOR, AUTHORITARIAN
Alika [10]2 years ago
5 0

The given words from the excerpt follow the synonymous character in the question. Assent - acceptance, neglect - ignore, relinquish - surrender, and tyrant - oppressor are the correct matching. Working through the text, you can easily deduct the meaning of these words where you will observe that they close meanings.

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There are two piles, one containing 9gold coins and the other 11silver coins. The two piles of coins weigh the same. One coin is
Debora [2.8K]

Answer:

Weight of silver coin = 29.25 units , weight of gold coin = 35.75 units

Explanation:

Let the weight of 1 gold coin be W_{1}

Weight of 1 silver coin be W_{2}

Total no of gold coins = 9

Total no of silver coins = 11

Total weight of gold coins = 9\times W_{1}

Total weight of silver coins = 11\times W_{2}

It is given that both weigh same thus we have

9W_{1}=11W_{2}............(i)

After replacing coins the weights become as under

Gold Stack\\9W_{1}-W_{1}+W_{2}=8W_{1}+W_{2}\\\\SilverStack\\\\11W_{2}-W_{2}+W_{1}=10W_{2}+W_{1}

Now it is given that gold stack weighs 13 unit less thus adding 13 units to gold stack gives it's weight equal to silver stack

the above relation modifies as

8W_{1}+W_{2}+13=10W_{2}+W_{1}\\7W_{1}+13=9W_{2}..........(ii)

8W_{1}+W_{2}+13=10W_{2}+W_{1}\\7W_{1}+13=9W_{2}..........(ii)\\\\7\frac{11W_{2}}\\\\Solving equation i and ii we get\\\\{9}+13=9W_{2}\\\\77W_{2}+117=81W_{2}\\\\4W_{2}=117\\\\W_{2}=\frac{117}{4}=29.25units\\\\W_{1}=\frac{11W_{2}}{9}=35.75units

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