Answer:
Explanation:
Tommy's misconception in the problem below, is that his expression of the shaded area is the shaded area / non-shaded area, when the fraction for the shaded area should be the shaded area / total area
The Proclamation of 1763 was the initial piece of legislation to include all thirteen colonies. The proclamation forbade both private parties including colonial governments from buying land or making any deals with indigenous peoples; all official dealings might be conducted by the empire. Only approved traders would also be allowed to travel to the West or do business mostly with Indians.
In the Appalachian Mountains, close to the Eastern Continental Divide, the British drew the Proclamation Of 1763 in 1763. On October 7, 1763, the Proclamation Line must have been passed, prohibiting Anglo-American colonists from settling on land taken from the French following the French as well as Indian War.
The British published the Proclamation of 1763 to appease the Native Americans after the French and Indian War via stopping the spread of European settlers across their lands.
Learn more about Proclamation of 1763 here
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Explanation:
☆ In the figure above, arc SBT is one quarter of a circle with center R and radius 6. If the length plus the width of rectangle ABCR is 8, then the perimeter of the shaded region is —
ANSWER :–
LET AR = a and RC = b
We know that –
perimeter of quarter circle = ( 2πr ) / 4 = 3π
AND –
AS = 6 - a , CT = 6 - b , AC = RB = 6 ( radius )
➨ perimeter of the shaded region = AS+AC+CT+C(SBT)
➨ Perimeter = ( 6 - a ) + 6 + ( 6 - b ) + 3π
➨ Perimeter = 18 - ( a + b ) + 3π
● length + width = 8 ( given )
➨ Perimeter = 18 - 8 + 3π
Answer:
➨ Perimeter = 10 + 3π
~Kandy~
Hope this helps!
Brainliest Please!
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