Where can I get a 503 b (9) form
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you should know this Find the difference of the y values over the difference in your x values to find the slope. Put it into the slope intercept form of the equation with one of the points substituted in and find the intercept. Rewrite the equation with the slope and the intercept. (-9-0)/(-3-0)=-9/-3=3 The slope. 27=3(9)+b 27=27+b 0=b Equation-> y=3x
To find 9 less than a number b, you would subtract 9 from b. Mathematically, this would be represented as b - 9. For example, if b = 15, then 9 less than b would be 15 - 9, which equals 6.
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The number is 34 a + b = 7 a = 7 − b 10a + b + 9 = 10b + a 10(7 − b) + b + 9 = 10b + 7 − b 70 − 10b + b + 9 = 9b + 7 72 = 18b 4 = b 3 = a
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Find B if P = 112 and R = 77 7/9
you should know this Find the difference of the y values over the difference in your x values to find the slope. Put it into the slope intercept form of the equation with one of the points substituted in and find the intercept. Rewrite the equation with the slope and the intercept. (-9-0)/(-3-0)=-9/-3=3 The slope. 27=3(9)+b 27=27+b 0=b Equation-> y=3x
a(squared)+b(squared)=c(squared) The largest number is the c, and you can choose the a and b, since you need to find the a or the b. For example: You have the numbers 3, and 5 and you needed to find b. a(squared+b(squared)=c(squared) 3(squared)+b(squared)=5(squared) 9+b(squared)=25 -9 -9 b(squared)=16 Then take the square root b=4
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If ( b = 9 ), then to find the value of ( 10b ), you simply multiply 10 by 9. Thus, ( 10b = 10 \times 9 = 90 ). Therefore, the value of ( 10b ) when ( b = 9 ) is 90.
To find 9 less than a number b, you would subtract 9 from b. Mathematically, this would be represented as b - 9. For example, if b = 15, then 9 less than b would be 15 - 9, which equals 6.
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a + b = 49 a - b = 9 Add both together to get (a+a)+(b-b) = 58 2a=58 a = 29 ◄ plug that into the second equation to get 29 - b = 9 so b = 20 ◄ Check: 29 + 20 = 49 29 - 20 = 9
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