After years and years of ...

[WildHorse]

I was actually just making a play on a quote about Medicaid.

Gotcha ha-ha.

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[WildHorse]

So went for a little rip. Nothing WOT. Shifting like a normally do, Knock sensors was going -1 , to -5, whereas with 91 it basically stayed at zero. Most I ever seen was -2 on 91.

So definitely adding timing with 93.

 

[HKusp]

For the record, pretty much EVERYONE likes simple math with the exception of Asian parents. Almost $6 a gallon sounds fun...

 

[SheepDog]

The Metric system is simple math. The Imperial system is nonsense

 

[MAGS1]

The Metric system is simple math. The Imperial system is nonsense

 

[SheepDog]

Exactly.

 

[RPM]

Nobody knows.

 

[MAGS1]

Nobody knows.

Best SNL skit I’ve seen in a long, long time.

 

[WildHorse]

The Metric system is simple math. The Imperial system is nonsense

Let us consider the division of two non-zero integers \(a\) and \(b\), where \(a = -3\) and \(b = 5\). The absolute value of \(a\) is less than the absolute value of \(b\), thus satisfying the given condition \(|a| < |b|\). The steps for computing the quotient \(q = a \div b\) are as follows:

Calculate the absolute values of \(a\) and \(b\): \(|a| = |-3| = 3\) and \(|b| = |5| = 5\).

Determine the preliminary quotient, \(q'\), by dividing the absolute values: \(q' = |a| \div |b| = 3 \div 5 = 0.6\).

Ascertain the sign of the quotient, \(q\), using the rule of signs for integer division: \(a \cdot b = (-3) \cdot 5 = -15\). Since \(a \cdot b < 0\), the quotient \(q\) is negative.

Hence, the value of the quotient \(q = a \div b\) is \(-0.6\).

See, simple.

 

[WItoTX]

Man that's like at the track pricing....

 

[Buldawg76]

Let us consider the division of two non-zero integers \(a\) and \(b\), where \(a = -3\) and \(b = 5\). The absolute value of \(a\) is less than the absolute value of \(b\), thus satisfying the given condition \(|a| < |b|\). The steps for computing the quotient \(q = a \div b\) are as follows:

Calculate the absolute values of \(a\) and \(b\): \(|a| = |-3| = 3\) and \(|b| = |5| = 5\).

Determine the preliminary quotient, \(q'\), by dividing the absolute values: \(q' = |a| \div |b| = 3 \div 5 = 0.6\).

Ascertain the sign of the quotient, \(q\), using the rule of signs for integer division: \(a \cdot b = (-3) \cdot 5 = -15\). Since \(a \cdot b < 0\), the quotient \(q\) is negative.

Hence, the value of the quotient \(q = a \div b\) is \(-0.6\).

See, simple.

I have never had a headache until now, thanks. Letters are not math.

BD

 

[526 HRSE]

Just go e85 and save the planet. The less petroleum that you use, means there's more for those 'greenies' so they can build, put tires on and charge all those electric vehicles. Do it for the planet - go e85!

 

[308 Cal. Bullitt]

Fuel/energy/car insurance prices according to
US Bureau of Labor Statistics
in the last 3.5yrs.

Factual is not the same as political, unless you refuse to live in reality.

 

[WildHorse]

Just go e85 and save the planet

Good ... at this rate we may get pump e85 in 4 years haha

 

[Robottrainer]

half-assed 91 octane,
FINALLY !

Because of the ethanol they mandated on all grades. 91 used to be ethanol free. It makes my lawnmower and snow blower weep

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