What value is equivalent to
(8+2)^2 + (6 − 4) × 3?
Start with the parentheses:
(8+2) = 10
Now, square 10:
10^2 = 100
Next, solve the multiplication:
(6-4) × 3 = 2 × 3 = 6
Finally, add 100 and 6:
100 + 6 = 106
Therefore, the value that is equivalent to (8+2)^2 + (6 − 4) × 3 is 106.
Hunaruan looked out across the fields, his face grave. He sighed in despair. "He may be mighty and great, but in the end he will suffer fate," he murmured to himself. His thoughts were interrupted as a messenger approached.
"Lord Hunaruan," he said, "the spies have returned. Redworn, King of the Redheads, brings at least 10,000 soldiers. This is too great for us, as our garrison only has 3,900."
"Were they caught?" asked Pumperin, who stood next to Hunaruan.
"Yes," answered the spy. "Two died, three survived, one of which is wounded. Now, the Redheads ride with all speed. The spies only made it through a shortcut."
The spy shrieked and fell back. "Look!" he cried. "Redworn and his troops are coming to bring us doom."
Hunaruan looked back and saw Redworn and his at least 10,000 troops. He ran down the old, ruined stairs and onto a lower battlement. He surveyed the ruins of the once-great city. All that remained untouched were the three great catapults.
"Perhaps these will bring us success," he thought. Then he cried aloud, "Sound the horn! Call for aid! Do not despair!"
The horn sounded loudly throughout the ruins of the city as the soldiers ran to their positions on the ruined walls. Some archers took their positions by the three catapults, and others prepared giant boulders to fire through the great catapults. The ruins were full of light as many torches were suddenly lit. Hunaruan gazed out at the setting sun with Pumperin by his side. He sighed and turned to Pumperin.
"If we are to die," he said, "let us die defending this once-great city." Then he ran down the steps and onto the front battlements, ready to face his enemy.
The Redheads had prepared large catapults and lines of archers that were ready. Redworn cried out, "Prepare! Ready to fire!" The archers faced the walls with their bows, but suddenly Nethstel shouted and the three great catapults fired with fire ablaze. The rocks fell, crushing many Redheads. Fire and dust flew through the air. The Redheads ran, and those who could not make it were crushed. Then the Redheads answered with flying rocks and singing bows. The already ruined walls fell apart where the heavy rocks of the Redheads landed. Archers fell from the walls and others were crushed.
"We must destroy their catapults before we are destroyed," cried Nethstel. "Aim for their catapults! Crush them!"
The great catapults fired. Fire hissed through the air and crushed some Redhead catapults. Wood and dust flew through the air, knocking down many Redheads. The Redheads countered with their heavy rocks, crushing many soldiers. The Redheads' rocks were covered in red paint.
"Look," said Pumperin. "They love red so much that they must paint their boulders red."
Nethstel cried again, "Fire the catapults!" The catapults fired, knocking down many Redheads. Hunaruan suddenly cried, "Where are the foot soldiers? The Redheads are ambushing us!" Suddenly, many Redheads fell upon the city, crying aloud. They struck the large gates but to no avail.
"Archers, fire!" cried Nethstel. "Bring the Redheads down!"
Arrows flew, knocking Redheads down. Redworn cried, "Fire the catapults!"
The Redheads suddenly fired their few remaining catapults. Fire flashed, and the great statue of Nubarana the first fell, crushing soldiers. The head rolled, pushing the gate open. It rolled over the Redheads, crushing them. The Redheads began to run, and the soldiers all ran to the gate, fighting the Redheads. But the strong Redheads easily beat down the Rowbins. Nethstel cried again, and the archers fired. Then Nethstel ran down the stairs. He drew his sword and slashed a Redhead down. Hunaruan ran over to the gate. He stood by the gate, slashing down the Redheads that neared him.
The Redheads cheered as Redworn, the Blood King, approached the gate with his heavy axe in hand and many Redheads cheering around him. Redworn swung his axe, knocking Hunaruan's sword out of his hand. He raised his axe to crush Hunaruan, but a blast of flames flew through the air, knocking Redworn down. He dropped his axe and fell. Pumperin ran forward at the king, but Redworn punched him down. Nethstel cried and charged Redworn, who was now up. He swung his axe, but Nethstel slid under it and pierced Redworn's thick leather hide. Redworn fell back, blood streaming from his leg. Nethstel turned to meet a large group of Redheads. He cut one down and knocked an axe out of another's hand, then he stabbed it straight through the gut. Suddenly, a Redhead from behind knocked Nethstel to the ground with his mace. The sound of iron was heard as the mace and helmet collided. Nethstel fell off the bridge and down ten feet into the dried moat. The Redheads had now broken into the city, and the walls were falling. Blood smeared the walls in spots, and soldiers blanketed the ground, both Redheads and Rowbins. The Redheads' catapults were successfully destroyed, but they no longer needed them, for they had now broken into the city.
Hunaruan ran up the stairs onto the battlements. Below was death and chaos. The Redheads began to ascend the stairs, but Hunaruan stood there, blocking their passage. He ran back up the stairs, and then the archers fired, knocking the Redheads down.
"Fire the catapults!" Hunaruan cried. "Fire at the stairs! Block the Redheads!"
The catapults fired in three different directions, knocking stairs down and blocking the Redheads from passing.
The story ends with Hunaruan and his soldiers continuing to fight against the Redheads as they attempt to defend their once-great city. The battle sees many casualties on both sides, and the Redheads eventually break through the walls and enter the city. Hunaruan and his soldiers continue to fight, using their remaining weapons and resources to block the Redheads' passage and stop their advance. The outcome of the battle is not clear, leaving readers to wonder about the fate of Hunaruan and his people.
To find the value equivalent to (8+2)^2 + (6 − 4) × 3, we need to perform the operations step by step, following the order of operations (also known as PEMDAS).
PEMDAS stands for Parentheses, Exponents, Multiplication and Division (from left to right), and Addition and Subtraction (from left to right).
Step 1: Evaluate the expression inside the parentheses first.
In (8+2)^2, 8+2 equals 10.
So, (8+2)^2 becomes 10^2.
Step 2: Evaluate the exponent.
10^2 means 10 multiplied by itself, so 10^2 is equal to 10 × 10, which is 100.
Step 3: Evaluate the remaining expression.
Now, let's consider (6 − 4) × 3.
First, perform the subtraction in parentheses: 6 - 4 equals 2.
Now, multiply 2 by 3, which gives us 6.
Step 4: Add the results of the previous steps.
(8+2)^2 + (6 − 4) × 3 becomes 100 + 6.
Finally, add 100 and 6: 100 + 6 equals 106.
So, the value equivalent to (8+2)^2 + (6 − 4) × 3 is 106.