a+ sqrt 2 = 7 Solve the question for both the exact irrational root and its rational approximation to the nearest tenth. THANK YOU FOR YOUR TIME AND HELP

1 answer

a=7-sqrt2

a= 7-1.414=5.6

Similar Questions

Solve the question for both the exact irrational root and its rational approximation to the nearest tenth 3h + sqrt 2 = sqrt 5

Top answer: 3h + sqrt 2 = sqrt 5 3h = sqrt 5-sqrt 2 h = (1/3)(sqrt 5 -sqrt 2) = .273951 = .3 Read more.
Solve the question for both the exact irrational root and its rational approximation to the nearest tenth. sqrt 2 over 3 s + 1 =

Top answer: To solve the equation sqrt(2)/3 * s + 1 = sqrt(23), we need to isolate the variable 's'. Here's how Read more.
Solve in the exact form.(sqrt of 4x+1)+(sqrt of x+1)=2 Someone showed me to do this next: Square both sides..so.. 4x+1+2((sqrt

Top answer: Whoops I meant .. Sqrt of x+3, not x+1.. Read more.
Match the number with the correct description.sqrt(49) - 0.567 - 0.898989... - sqrt(17) - 0.123124125 - word bank: Irrational

Top answer: sqrt(49) - Rational square root of a perfect square 0.567 - Rational non-repeating/non-terminating Read more.
Rationalize each denominator.6 + square root of 2 ____________________________ square root of 3 PLZ HELP..dont kno how to do

Top answer: Answer this Question ssc 7class Question construct a isosceler triangle Read more.
Choose the correct term to fill in the blanks (4 points)Square roots and Cube roots can be rational or irrational. The square

Top answer: The correct term to fill in the blanks are: The square root of a (positive) square ( sqrt(7) Read more.
I know that I posted this already but my question has not been answered..Solve in the exact form. Original problem: (sqrt of

Top answer: Hi! the question is ¡Ô(4x+1) + ¡Ô(x+1) = 2 Square both sides (¡Ô(4x+1) + ¡Ô(x+1))^2 = 2^2 Read more.
Rewrite the irrational cube root \sqrt (189) as the product of an integer and another irrational cube root. Show your work.

Top answer: We can rewrite the irrational cube root as follows: \sqrt[3]{189} = \sqrt[3]{27 \cdot 7} = Read more.
Choose the correct term to fill in the blanks.(4 points) Square roots and Cube roots can be rational or irrational. The square

Top answer: Square roots and Cube roots can be rational or irrational. The square root of a perfect square Read more.
What is the irrational square root sqrt(63) rewritten as the product of an integer and another irrational square root, in

Top answer: To rewrite the irrational square root of 63 as the product of an integer and another irrational Read more.