My answer would be 10(x - 3)^2 where the "^2" means that 2 is an exponent printed as a superscript, above the line. The English phrase is ambiguous unless you agree to some convention about the way that "square" is applied you can not tell what is to be squared. Is it the 3 , is the quantity (x-8) or the whole thing, 10(x-8) to be squared. In the first case , the answer would be 10(x-3^2) The second case is my answer above The third case would be (10(x-3))^2 .
If x squared -10 = 0 then x = the square root of 10
2
48 / 82 - 2 * 5 = 48 / 64 - 10 = 0.75 - 10 = -9.25
It is: (B -10)(B +10) when factored
My answer would be 10(x - 3)^2 where the "^2" means that 2 is an exponent printed as a superscript, above the line. The English phrase is ambiguous unless you agree to some convention about the way that "square" is applied you can not tell what is to be squared. Is it the 3 , is the quantity (x-8) or the whole thing, 10(x-8) to be squared. In the first case , the answer would be 10(x-3^2) The second case is my answer above The third case would be (10(x-3))^2 .
To write the expression "negative ten times the quantity two minus eleven" in numbers, you would first simplify the expression within the parentheses. Two minus eleven equals negative nine. Then, you multiply negative ten by negative nine to get positive ninety. Therefore, the expression "negative ten times the quantity two minus eleven" can be written as -10 * (2 - 11) = 90.
If x squared -10 = 0 then x = the square root of 10
2
48 / 82 - 2 * 5 = 48 / 64 - 10 = 0.75 - 10 = -9.25
It is: (B -10)(B +10) when factored
1010 - 102 = 910
9x2-9x-10 = (3x+2)(3x-5) when factored
964 = 1,000 - 36
n2 - 100 = (n + 10)(n - 10)
100 minus 4 = 96
There are two possible answers:9 * 2 - 4 = 14, or four less than the quantity nine times two(9 - 4) * 2 = 10, or two times the quantity nine minus four