Create an image of a tyre pressure gauge in use. The gauge is old and made of sturdy metal, perched on the tire's inflation valve. The gauge's needle points to 33.58. Next to the gauge, illustrate an accurately inflated car tire with visible treads. The scene takes place in a garage, with tools and machinery neatly arranged in the background. Make sure to exclude any text.

Ali's tyre pressure gauge shows a reading which is 8% lower than the actual pressure.

What is the actual pressure of Ali's tyres when the gauge shows 33.58?

33.58 / (1 - .08)

=36.5

36.5 is coorect

correct*

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36.5 is the correct answer

To find the actual pressure of Ali's tires when the gauge shows 33.58, you need to account for the 8% lower reading.

Step 1: Calculate the actual pressure:
Let x be the actual pressure of Ali's tires. Since the gauge reading is 8% lower than the actual pressure, the gauge reading can be expressed as 0.92x (100% - 8% = 92%).

Step 2: Set up an equation:
Since the gauge reading is 33.58, we can set up the equation:
0.92x = 33.58

Step 3: Solve for x:
To find x, divide both sides of the equation by 0.92:
x = 33.58 / 0.92

Step 4: Calculate the actual pressure:
Use a calculator to solve the equation:
x = 36.5

Therefore, the actual pressure of Ali's tires when the gauge shows 33.58 is 36.5.

33.58 / (1 - .08)

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