Γ Jone 9. Two numbers add to 6. (a) Let T denote the sum of the squares of the two num- bers. What is the smallest possible value for T? (b) Let S denote the sum of the first number and the square of the second. What is the smallest possible value for S? (c) Let U denote the sum of the first number and twice the square of the second number. What is the smallest possible value for U? (d) Let Vdenote the sum of the first number and the square of twice the second number. What is the smallest possible value for V? 0. Suppose that the height of an object shot straight up is given by h = 5191 162 (Hhis in feet and tis in

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.6: Variation
Problem 7E
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Γ
Jone
9. Two numbers add to 6.
(a) Let T denote the sum of the squares of the two num-
bers. What is the smallest possible value for T?
(b) Let S denote the sum of the first number and the
square of the second. What is the smallest possible
value for S?
(c) Let U denote the sum of the first number and twice
the square of the second number. What is the smallest
possible value for U?
(d) Let Vdenote the sum of the first number and the square
of twice the second number. What is the smallest
possible value for V?
0. Suppose that the height of an object shot straight up is
given by h = 5191 162 (Hhis in feet and tis in
Transcribed Image Text:Γ Jone 9. Two numbers add to 6. (a) Let T denote the sum of the squares of the two num- bers. What is the smallest possible value for T? (b) Let S denote the sum of the first number and the square of the second. What is the smallest possible value for S? (c) Let U denote the sum of the first number and twice the square of the second number. What is the smallest possible value for U? (d) Let Vdenote the sum of the first number and the square of twice the second number. What is the smallest possible value for V? 0. Suppose that the height of an object shot straight up is given by h = 5191 162 (Hhis in feet and tis in
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