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Square Roots...
Find which two consecutive whole numbers the square root is between. Write the letter of the exercise on the number line between these two numbers. [tex] \sqrt30, \sqrt2, \sqrt45, \sqrt8, \sqrt23, \sqrt120, \sqrt138, \sqrt82, \sqrt11, \sqrt70, \sqrt0.5, \sqrt59,
A 5-foot ladder is leaning against a 4-foot wall. How far must the bottom of the ladder be from the base of the wall so that the top of the ladder rests on the top of the wall.
Explain how you would find the base area of a rectangle prism if you know the volume and the height
The square root of 80 p to the 3rd
√64/169 Evaluate. IDK
If, find the value of 2 square root of 17-x = 2x-10, find the value of x/4.
The sum of the x- and y-intercepts of the graph of 5x+3y = k is 32 5. Find the length of the line segment joining the x- and y-intercepts.
What are the zeros of 7x^2 - 144 = -x^4
Prove that this is a right-angled triangle:
A boat departs Port Isabelle, Texas, traveling to an oil rig. The oil rig is located 9 miles east and 12 miles north of the boat’s departure point. About how many miles is the oil rig from the departure point? F. 3 G. square root of 63 H. 15 J. 21 K. 225
Solve each questions by taking square roots 1. k²=76 2. k²=16 3. x²=21 4. a²=40 5. x²+8=28 6.2n²=-144 7.6m²=-414 8.7x²=-21 9. m²+7=88 10.5x²=-500 11.7n²=-448 12.2k²=-162 13. x²-5=73 14.16n²=49
How do I multiply this \(\sqrt{4t-3} \sqrt{4t-3}\)
Find the exact value of tan 30 degrees w/o calculator
How shall i find the square root of 169 without using calculator? please describe briefly.
If i am only given the hypotenuse on an isosceles triange (15) then how would i find the legs?
If √5 - x = 4, then x= on here how to solve it
Determine the value of x knowing the total area equals 45cm
Simplify each square root: 1. square root of -25 2. square root of 1.44 3. square root of + or -16/49 4. square root of 361 5. square root of 49 6. square root of + or -0.64 7. square root of -6.25 8. square root of 169/196 9. square root of 25/324
What times itself equals 30
The radius of circle is 6.5 centimetres. Asquare has the same are as this circle. The length of each side of square, in centimetre is?
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