A recipe says to use 4 cups of flour to make 54 cookies. What is the constant of proportionality that relates the number of cookies made, y, to the number of cups of flour used, x?
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Answer 1
Answer:
Y=4x+54(y) is the answer
Answer 2
Answer:
the number of cookies made is 13.5 per cup of flour so the answer is (1, 13.5)
The difference between nine times a number an 7 is -70. find that number
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Let's assume
that number is x
now, we are given
The difference between nine times a number an 7 is -70
nine times of that number is 9x
so, we can set up equation
now, we can solve for x
so, number is -7.........Answer
Which set of side lengths form a right triangle
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I would think C. The normal theorem to use on this is a^2 + b^2 = c^2. This only works for choice c. 6^2=36. 8^2=64 10^2=100. 36+64=100. That makes C correct.
There are a few possibilities, you could have 60 degrees 30 degrees and 90 degrees, for one triangle those added up equal 180 which is needed to make a right triangle. Another possibility would be 45 degrees 45 degrees 90 degrees, those added up equals to 180 degrees. :D
find each product identify the two whole numbers between which the product lies: 5x7/10=? the product lies between___and___?
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The product would be between the 5 and 7 because if it were to be between the 7 and 10 it would be called a quotient.
When one number is a multiple of another, the GCF of the numbers is the greater of the numbers
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Thats is true. U got that right.
This is never true since the GCF is a factor of both numbers. So the GCF is the smaller of the two numbers.
8t=-32 What Does "t" Equal?
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The first thing to do is to remove the 8 from the left side. You do this by dividing both sides by 8: t = -32/8 t = -4
The answer is t = -4
What is (3.5 x 10 to the fourth) to the secondwhen written in scientific notation with four significant digits?
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so that is 3.5 times 10000 or 35000 then it is squared so 1,225,000,000 but to four significant digits it would be 1225 times 10^6 or on a online test 1225e+06
Exponents raised by exponents are resolved by multiplying the two exponents together . . . so distribute the exponent to the paranthesis