“In strong families, positive strokes out-number negative broadsides by a wide margin. Members regularly express appreciation: "Thanks for fixing the drainpipe." "You look so nice in that dress." "The dinner was great."”

—  Joyce Brothers

Criticism is offered gently. After all, strong families figure, if we can be kind to strangers, why not to one another?
10 Keys to a Strong Family (2002)

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Joyce Brothers 1927–2013

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“"We treat each other well" In strong families, positive strokes outnumber negative broadsides by a wide margin. Members regularly express appreciation: "Thanks for fixing the drainpipe." "you look so nice in that dress." "The dinner was great" Criticism is offered gently. After all, strong families figure, if we can be kind to strangers, why not to one another.”

Joyce Brothers (1927–2013) Joyce Brothers

10 Keys to a Strong Family (2002)

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“In strong families, positive strokes out-number negative broadsides by a wide margin.”

Joyce Brothers (1927–2013) Joyce Brothers

10 Keys to a Strong Family (2002)
Context: In strong families, positive strokes out-number negative broadsides by a wide margin. Members regularly express appreciation: "Thanks for fixing the drainpipe." "You look so nice in that dress." "The dinner was great." Criticism is offered gently. After all, strong families figure, if we can be kind to strangers, why not to one another?

“By 1700 all of the familiar members of the [number] system… were known. However, opposition to the newer types of numbers was expressed throughout the century. Typical are the objections of… Baron Francis Masères… in 1759 his Dissertation on the Use of the Negative Sign in Algebra… shows how to avoid negative numbers… and especially negative roots, by carefully segregating the types of quadratic equations so that those with negative roots are considered separately; and… the negative roots are to be rejected.”

Morris Kline (1908–1992) American mathematician

Source: Mathematical Thought from Ancient to Modern Times (1972), p. 592.

“The Hindus introduced negative numbers… The first known use is Brahmagupta about 628; he also states the rules for the four operations with negative numbers. Bhāskara points out that the square root of a positive number is twofold, positive and negative. He brings up the matter of the square root of a negative number but says that there is no square root because a negative number is not a square. No definitions, axioms, or theorems are given.
The Hindus did not unreservedly accept negative numbers. Even Bhāskara, while giving 50 and -5 as two solutions of a problem, says, "The second value is in this case not to be taken, for it is inadequate; people do not approve of negative solutions."”

Morris Kline (1908–1992) American mathematician

However, negative numbers gained acceptance slowly.
Source: Mathematical Thought from Ancient to Modern Times (1972), p. 185.

Douglas Adams photo

“42 is a nice number that you can take home and introduce to your family.”

Douglas Adams (1952–2001) English writer and humorist

“One of the first algebraists to accept negative numbers was… placed negative numbers on a par with positive numbers and gave both roots of a quadratic equation, even when both were negative. Both Girard and Harriot used the minus sign for the operation of subtraction and for negative numbers.”

Morris Kline (1908–1992) American mathematician

Source: Mathematical Thought from Ancient to Modern Times (1972), pp. 252-253.

“The Hindus saw clearly that if the arithmetic operations… were properly defined for negative numbers, these numbers could be employed to as good advantage as people had previously derived from positive numbers. …To people to whom the word number had always meant positive whole numbers and positive fractions, the very idea that there could be other numbers came hard. For many centuries negative numbers were either rejected or treated as second-class citizens.
What was especially difficult for mathematicians to swallow was that negative numbers could be acceptable roots of equations.”

Morris Kline (1908–1992) American mathematician

Source: Mathematics and the Physical World (1959), p. 51.

“This is Ian. He's no' usually speechless. Or so well dressed."
-Conner
I shouldna wear my best clothes to meet an angel from heaven?"
-Ian
"You look very nice, I love your shirt."
-Marielle
"Thank you"
-Ian
"I have a shirt like that, too."
-Conner”

Kerrelyn Sparks (1955) American writer

Source: Vampire Mine

Bert McCracken photo

“It's always fun to climb into a dress when you're having a party, right? So we were having a party and I did just that, I poured myself into a dress. When I woke up - and I woke between the kitchen cabinets - I wasn't wearing the dress any longer. No idea where it went. It was a nice dress as well, a little black number. Do I look good in a dress? Always.”

Bert McCracken (1982) American musician

On the oddest experience while at a party, reported in WENN staff (December 6, 2007) "The Things They Say", World Entertainment News Network.

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